tag:blogger.com,1999:blog-5068744790940637762024-03-13T20:12:43.251-07:00KALKULUSAnonymoushttp://www.blogger.com/profile/15249166607897243657noreply@blogger.comBlogger4125tag:blogger.com,1999:blog-506874479094063776.post-15534093744429791172012-09-24T08:08:00.001-07:002012-09-24T08:09:45.465-07:00Deterministik & Stokastik<span style="text-align: justify;">Kejadian
deterministic adalah kejadian yang pasti terjadi.</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-US">Contoh kejadian
deterministic adalah persaingan usaha laundry di sekitar kampus UNS. Terdapat
beberapa kriteria untuk mahasiswa dalam menentukan laundry mana yang akan
dipilihnya. Beberapa kriteria tersebut antara lain: jarak laundry, pelayanan dan harga.</span>
<br />
<span lang="EN-US"><br /></span>
<span lang="EN-US">Langkah pertama
adalah memperkirakan persebaran mahasiswa dalam memilih laundry, dengan
menggunakan gaya fisika:</span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://latex.codecogs.com/gif.latex?F=Gm1m2/r^2" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://latex.codecogs.com/gif.latex?F=Gm1m2/r^2" title="F=Gm1m2/r^2" /></a></div>
<div class="separator" style="clear: both; text-align: left;">
dimana</div>
<div style="text-align: left;">
</div>
<ul>
<li><span lang="EN-US" style="text-align: justify;">F</span><span style="text-align: justify;"> </span><span lang="EN-US" style="text-align: justify;">:
gaya tarik pengunjung laundry</span></li>
<li><span lang="EN-US" style="text-align: justify;">m1 </span><span style="text-align: justify;"> </span><span lang="EN-US" style="text-align: justify;">: laundry1</span></li>
<li><span lang="EN-US" style="text-align: justify;">m2</span><span style="text-align: justify;"> </span><span lang="EN-US" style="text-align: justify;">: laundry2</span></li>
<li><span lang="EN-US" style="text-align: justify;">r</span><span style="text-align: justify;"> :</span><span lang="EN-US" style="text-align: justify;"> r1 + r2; dimana</span></li>
<li><span lang="EN-US" style="text-align: justify;">r1</span><span style="text-align: justify;"> </span><span lang="EN-US" style="text-align: justify;">:
Jarak antara laundry1 dan laundry yang akan dibangun</span></li>
<li><span lang="EN-US" style="text-align: justify; text-indent: -34.35pt;">r2</span><span style="text-align: justify; text-indent: -34.35pt;"> </span><span lang="EN-US" style="text-align: justify; text-indent: -34.35pt;">: Jarak antara laundry2 dan laundry yang akan dibangun</span><span lang="EN-US" style="text-align: justify; text-indent: -34.35pt;"> </span><span lang="EN-US" style="text-align: justify; text-indent: -34.35pt;">dengan asumsi
bahwa tempat laundry tersebut berada
dalam satu garis lurus</span></li>
</ul>
<br />
<br />
<div style="text-align: center;">
<a href="http://2.bp.blogspot.com/-DEjIXyQ8Vjw/UFfWJAEjdrI/AAAAAAAAABc/Ss3QnxdtB3Q/s1600/Untitled.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br class="Apple-interchange-newline" /><img border="0" height="108" src="http://2.bp.blogspot.com/-DEjIXyQ8Vjw/UFfWJAEjdrI/AAAAAAAAABc/Ss3QnxdtB3Q/s400/Untitled.png" width="400" /></a></div>
<div style="text-align: left;">
</div>
<div class="MsoNormal" style="margin-left: 72pt;">
<span lang="EN-US">Ada kemungkinan output yaitu :</span></div>
<div class="MsoNormal" style="margin-left: 72pt;">
- Jika F<sub style="text-indent: -18pt;">1</sub><span style="text-indent: -18pt;">=F</span><sub style="text-indent: -18pt;">2</sub><span style="text-indent: -18pt;"> persamaan gaya akan menjadi :</span><br />
<img src="http://latex.codecogs.com/gif.latex?F1=F2" style="text-align: center; text-indent: -18pt;" title="F1=F2" /><br />
<img src="http://latex.codecogs.com/gif.latex?m1mx/%E3%80%96r1%E3%80%97^2%20=%20m2mx/%E3%80%96r2%E3%80%97^2" title="m1mx/〖r1〗^2 = m2mx/〖r2〗^2" /><br />
<img src="http://latex.codecogs.com/gif.latex?m1/%E3%80%96r1%E3%80%97^2%20=%20m2/%E3%80%96r2%E3%80%97^2" title="m1/〖r1〗^2 = m2/〖r2〗^2" /><br />
<span style="font-size: 12pt; line-height: 18px;">Karena r = r1 + r2 maka r2 = r – r1</span><br />
<span style="font-size: 12pt; line-height: 18px;"><img src="http://latex.codecogs.com/gif.latex?m1/%E3%80%96r1%E3%80%97^2%20=%20m2/%E3%80%96(r-r1)%E3%80%97^2" title="m1/〖r1〗^2 = m2/〖(r-r1)〗^2" /></span><br />
<span style="font-size: 12pt; line-height: 18px;"><img src="http://latex.codecogs.com/gif.latex?%E3%80%96m1%20(r-r1)%E3%80%97^2%20=%20%E3%80%96m2r1%E3%80%97^2" title="〖m1 (r-r1)〗^2 = 〖m2r1〗^2" /></span><br />
<span style="font-size: 12pt; line-height: 18px;"><img src="http://latex.codecogs.com/gif.latex?%E3%80%96((r-r1)/r1)%E3%80%97^2%20=%20m2/m1" title="〖((r-r1)/r1)〗^2 = m2/m1" /></span><br />
<img src="http://latex.codecogs.com/gif.latex?r/r1-%201%20=%20\sqrt{(m2/m1)}" title="r/r1- 1 = \sqrt{(m2/m1)}" /><br />
<img src="http://latex.codecogs.com/gif.latex?r1%20=%20r/\sqrt{(m2/m1+1)}" title="r1 = r/\sqrt{(m2/m1+1)}" /><br />
- <span lang="EN-US" style="font-family: Symbol; text-indent: -18pt;"><span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><span lang="EN-US" style="text-indent: -18pt;">Jika F<sub>1</sub> </span><img src="http://latex.codecogs.com/gif.latex?%3E" title=">" /><span lang="EN-US" style="text-indent: -18pt;">F<sub>2</sub> persamaan gaya akan menjadi</span><br />
<img src="http://latex.codecogs.com/gif.latex?m1mx/%E3%80%96r1%E3%80%97^2%20%3E%20m2mx/%E3%80%96r2%E3%80%97^2" title="m1mx/〖r1〗^2 > m2mx/〖r2〗^2" /><br />
<img src="http://latex.codecogs.com/gif.latex?m1/%E3%80%96r1%E3%80%97^2%20%3E%20m2/%E3%80%96r2%E3%80%97^2" title="m1/〖r1〗^2 > m2/〖r2〗^2" /><br />
<img src="http://latex.codecogs.com/gif.latex?m1/%E3%80%96r1%E3%80%97^2%20%3E%20m2/%E3%80%96(r-r1)%E3%80%97^2" title="m1/〖r1〗^2 > m2/〖(r-r1)〗^2" /><br />
<img src="http://latex.codecogs.com/gif.latex?%E3%80%96m1%20(r-r1)%E3%80%97^2%20%3E%20%E3%80%96m2r1%E3%80%97^2" title="〖m1 (r-r1)〗^2 > 〖m2r1〗^2" /><br />
<img src="http://latex.codecogs.com/gif.latex?%E3%80%96((r-r1)/r1)%E3%80%97^2%20%3E%20m2/m1" title="〖((r-r1)/r1)〗^2 > m2/m1" /><br />
<img src="http://latex.codecogs.com/gif.latex?r/r1-%201%20%3E%20\sqrt{(m2/m1)}" title="r/r1- 1 > \sqrt{(m2/m1)}" /><br />
<img src="http://latex.codecogs.com/gif.latex?r1%20%3C%20r/\sqrt{(m2/m1+1)}" title="r1 < r/\sqrt{(m2/m1+1)}" /><br />
- <span lang="EN-US" style="text-indent: -18pt;">Jika F<sub>1</sub> < F<sub>2 </sub>persamaan gaya akan menjadi</span><br />
<span lang="EN-US" style="text-indent: -18pt;"><img src="http://latex.codecogs.com/gif.latex?m1mx/%E3%80%96r1%E3%80%97^2%20%3C%20m2mx/%E3%80%96r2%E3%80%97^2" title="m1mx/〖r1〗^2 < m2mx/〖r2〗^2" /></span><br />
<img src="http://latex.codecogs.com/gif.latex?m1/%E3%80%96r1%E3%80%97^2%20%3C%20m2/%E3%80%96r2%E3%80%97^2" title="m1/〖r1〗^2 < m2/〖r2〗^2" /><br />
<img src="http://latex.codecogs.com/gif.latex?m1/%E3%80%96r1%E3%80%97^2%20%3C%20m2/%E3%80%96(r-r1)%E3%80%97^2" title="m1/〖r1〗^2 < m2/〖(r-r1)〗^2" /><br />
<img src="http://latex.codecogs.com/gif.latex?%E3%80%96m1%20(r-r1)%E3%80%97^2%20%3C%20%E3%80%96m2r1%E3%80%97^2" title="〖m1 (r-r1)〗^2 < 〖m2r1〗^2" /><br />
<img src="http://latex.codecogs.com/gif.latex?%E3%80%96((r-r1)/r1)%E3%80%97^2%20%3C%20m2/m1" title="〖((r-r1)/r1)〗^2 < m2/m1" /><br />
<img src="http://latex.codecogs.com/gif.latex?r/r1-%201%20%3C%20\sqrt{(m2/m1)}" title="r/r1- 1 < \sqrt{(m2/m1)}" /><br />
<img src="http://latex.codecogs.com/gif.latex?r1%20%3E%20r/\sqrt{(m2/m1+1)}" title="r1 > r/\sqrt{(m2/m1+1)}" /></div>
Kejadian stokastik adalah kebolehjadian yang hanya dapat ditentukan distribusi frekuensinya.jadi kejadian stokastik ini tidak dapat ditentukan fungsinya dengan pasti, namun hanya berupa kisaran fungsi yang nilainya belum dapat ditetapkan. Contoh dari kejadian stokastik adalah jumlah daun yang berguguran setiap harinya. Helai-helai daun berguguran dari hari ke hari, namun belum dapat dipastikan berapa jumlahnya dan fungsi seperti apa yang dapat menggambarkan proses bergugurnya daun-daun tersebut.<br />
<br />
<div class="MsoNormal">
<span lang="EN-US">Contoh lain dari kejadian stakostik adalah:</span></div>
<div class="MsoListParagraphCxSpFirst" style="text-indent: -18pt;">
</div>
<div class="MsoListParagraphCxSpFirst" style="text-indent: -18pt;">
<!--[if !supportLists]--><span lang="EN-US">1.<span style="font-size: 7pt;">
</span></span><!--[endif]--><span lang="EN-US">Jumlah penumpang bus</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US">Sebagai contoh jumlah penumpang ketika pagi hari, mendekati jam
kerja sangat banyak. Jumlah ini akan berangsur-angsur menurun ketika jam kerja
sudah dimulai dan menjelang jam istirahat. Jumlah penumpang akan kembali naik
ketika jam pulang kerja. Hal ini berlangsung hampir setiap hari, namun tidak
dapat dipastikan fungsi apa yang mendekatinya.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-indent: -18pt;">
<!--[if !supportLists]--><span lang="EN-US">2.<span style="font-size: 7pt;">
</span></span><!--[endif]--><span lang="EN-US">Jumlah pengunjung Grojogan Sewu</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US">Jumlah pengunjung Grojogan Sewu akan meningkat tajam pada saat
liburan sekolah maupun weekend. Namun setiap harinya juga terdapat pengunjung
yang jumlahnya tidak menentu. Dari jumlah pengunjung ini tidak dapat ditentukan
fungsi yang pasti, namun dapat didekati dengan suatu fungsi interval yang
bentuknya akan meningkat pada saat weekend ataupun liburan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-indent: -18pt;">
<!--[if !supportLists]--><span lang="EN-US">3.<span style="font-size: 7pt;">
</span></span><!--[endif]--><span lang="EN-US">Pengunjung warung makan</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US">Pengunjung warung makan akan meningkat pada saat jam-jam makan siang
dan istirahat, dan akan berangsur-angsur berkurang ketika jam makan sudah usai.
Begitu seterusnya.</span></div>
<div class="MsoListParagraphCxSpMiddle">
<br /></div>
Kejadian
stokastik ini dapat didekati dengan suatu fungsi interval yang bentuknya akan
menyerupai fungsi seperti di bawah ini, yaitu pada saat-saat tertentu mencapai
nilai maksimal sedangkan saat yang lain mencapai titik minimal.<br />
<div class="MsoListParagraphCxSpLast">
<span lang="EN-US">Kejadian stokastik ini dapat didekati dengan suatu fungsi interval yang bentuknya akan menyerupai fungsi seperti di bawah ini, yaitu pada saat-saat tertentu mencapai nilai maksimal sedangkan saat yang lain mencapai titik minimal.</span></div>
<br />
<br />
<div class="MsoNormal">
<span lang="EN-US">Anggota:</span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US">1.<span style="font-size: 7pt;">
</span></span><!--[endif]--><span lang="EN-US">Ana Triana M0509006</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US">2.<span style="font-size: 7pt;">
</span></span><!--[endif]--><span lang="EN-US">Benny Arif Pratama M0509016</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US">3.<span style="font-size: 7pt;">
</span></span><!--[endif]--><span lang="EN-US">Miftahful Purnanda M0509046</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US">4.<span style="font-size: 7pt;">
</span></span><!--[endif]--><span lang="EN-US">Nurindra Notarianto M0509052</span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US">5.<span style="font-size: 7pt;">
</span></span><!--[endif]--><span lang="EN-US">Yanuar Arief M0509078</span></div>
<br />
<br />
<div class="MsoNormal" style="margin-left: 72.0pt;">
<div style="text-align: justify;">
<br /></div>
</div>
</div>
Anonymoushttp://www.blogger.com/profile/15249166607897243657noreply@blogger.com0tag:blogger.com,1999:blog-506874479094063776.post-3719671343315493132012-09-17T19:39:00.000-07:002012-09-24T07:14:58.858-07:00Deterministik & Stokastik<!--[if gte mso 9]><xml>
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Kejadian deterministic adalah kejadian yang pasti terjadi. </div>
<div class="MsoNormal">
Contoh kejadian deterministic adalah persaingan usaha
laundry di sekitar kampus UNS. Terdapat beberapa kriteria untuk mahasiswa dalam
menentukan laundry mana yang akan dipilihnya. Beberapa kriteria tersebut antara
lain: jarak laundry, pelayanan <span style="mso-spacerun: yes;"> </span>dan harga.</div>
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Langkah pertama adalah memperkirakan persebaran mahasiswa
dalam memilih laundry, dengan menggunakan gaya fisika:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<img src="http://latex.codecogs.com/gif.latex?F=Gm1m2/r^2" title="F=Gm1m2/r^2" /></div>
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UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
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UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
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<w:LsdException Locked="false" Priority="65" SemiHidden="false"
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<w:LsdException Locked="false" Priority="68" SemiHidden="false"
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<w:LsdException Locked="false" Priority="69" SemiHidden="false"
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<w:LsdException Locked="false" Priority="70" SemiHidden="false"
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<w:LsdException Locked="false" Priority="71" SemiHidden="false"
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<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
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UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
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UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
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UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
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UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
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</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;}
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<![endif]-->
</div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: 72.0pt; mso-add-space: auto; text-align: justify;">
<div style="text-align: left;">
Dimana</div>
</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; text-align: justify;">
<div style="text-align: left;">
F : gaya tarik pengunjung laundry</div>
</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; text-align: justify;">
<div style="text-align: left;">
m1 : laundry1 </div>
</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; text-align: justify;">
<div style="text-align: left;">
m2 : laundry2</div>
</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; text-align: justify;">
<div style="text-align: left;">
r = r1 + r2; dimana</div>
</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; text-align: justify;">
<div style="text-align: left;">
r1 : Jarak antara laundry1 dan laundry yang akan
dibangun</div>
</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; text-align: justify;">
<div style="text-align: left;">
r2 : Jarak antara laundry2 dan laundry yang akan
dibangun</div>
</div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 72.0pt; mso-add-space: auto; text-align: justify;">
<div style="text-align: left;">
dengan asumsi bahwa tempat laundry tersebut<span style="mso-spacerun: yes;"> </span>berada dalam satu garis lurus</div>
</div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 72.0pt; mso-add-space: auto; text-align: justify;">
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-DEjIXyQ8Vjw/UFfWJAEjdrI/AAAAAAAAABc/Ss3QnxdtB3Q/s1600/Untitled.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="87" src="http://2.bp.blogspot.com/-DEjIXyQ8Vjw/UFfWJAEjdrI/AAAAAAAAABc/Ss3QnxdtB3Q/s320/Untitled.png" width="320" /></a></div>
Ada kemungkinan output yaitu<br />
<div style="text-indent: 0px;">
<span style="text-indent: -18pt;">- Jika F</span><sub style="text-indent: -18pt;">1</sub><span style="text-indent: -18pt;">=F</span><sub style="text-indent: -18pt;">2</sub><span style="text-indent: -18pt;"> persamaan gaya
akan menjadi :</span></div>
</div>
<div class="MsoListParagraph" style="margin-left: 108.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<blockquote class="tr_bq">
<img src="http://latex.codecogs.com/gif.latex?F1=F2" style="text-align: center; text-indent: -18pt;" title="F1=F2" /></blockquote>
<img src="http://latex.codecogs.com/gif.latex?m1mx/?r1?^2 = m2mx/?r2?^2" title="m1mx/?r1?^2 = m2mx/?r2?^2" /><br />
<img src="http://latex.codecogs.com/gif.latex?m1/?r1?^2 = m2/?r2?^2" title="m1/?r1?^2 = m2/?r2?^2" /><br />
<a 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" 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" 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<div class="MsoListParagraph" style="margin-left: 108.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Jika F<sub>1</sub> <span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin; mso-text-raise: -4.5pt; position: relative; top: 4.5pt;"></span><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;">> </span>F<sub>2</sub> persamaan gaya akan menjadi</span></div>
<div class="separator" style="clear: both; text-align: center;">
<img src="http://latex.codecogs.com/gif.latex?m1mx/?r1?^2 > m2mx/?r2?^2" title="m1mx/?r1?^2 > m2mx/?r2?^2" /></div>
<img src="http://latex.codecogs.com/gif.latex?m1/?r1?^2 > m2/?r2?^2" title="m1/?r1?^2 > m2/?r2?^2" /><br />
<img src="http://latex.codecogs.com/gif.latex?m1/?r1?^2 > m2/?(r-r1)?^2" title="m1/?r1?^2 > m2/?(r-r1)?^2" /> <br />
<img src="http://latex.codecogs.com/gif.latex??m1 (r-r1)?^2 > ?m2r1?^2" title="?m1 (r-r1)?^2 > ?m2r1?^2" /> <br />
<img src="http://latex.codecogs.com/gif.latex??((r-r1)/r1)?^2 > m2/m1" title="?((r-r1)/r1)?^2 > m2/m1" /> <br />
<img src="http://latex.codecogs.com/gif.latex?r/r1- 1 > \sqrt{(m2/m1)}" title="r/r1- 1 > \sqrt{(m2/m1)}" /><br />
<img src="http://latex.codecogs.com/gif.latex?r1 < r/\sqrt{(m2/m1+1)}" title="r1 < r/\sqrt{(m2/m1+1)}" /> <br />
<br />
<a 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" 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E3ZmbXe30lneVSwq9aX+7/UNA2IddH+j4+/sUuOeKZ//YKUw+u4L6dPX0XZPV/AZbuJ7AkAB8hxkpPWCcIBIkyuSznlATAtpKUDyhZXPgbeaJbmBelXf+1aM3B8qspf8qJcKwcm8uyPST+ZAih2eXTPMm0pDsbq99TWMY2sEfgQxPYEMEy6LRdYMw9Ih67MjRc04LeGXVfTrR+dHp/hAADM5yuduVW7E5VI1gXPttPSsM0EgFjjm8YRLwEd0VK+GVA5ODLOABbNXVfXOeklAMzMTPMECmES2xO3L+PqOenCaeC2Rlw+p9qOAas24MLxX1TsYjsG6O2FkTrK4h/9+8eSasYvGnezZCQ6Y3lHwiixF7BhbYnzPmV04A/qSn59/p5dSQetyEbpo78d1zM3M1K9buSfKdhC+MT2hDKn+wYHeQAofbJ7cAIBAITZ0VjbMjgPANODrSWllY1NDRWllJ6Jt64p1iS1qXNnclgx3vBg9wwbA5zV3zc0x8MBYLKvoaqxHwDGe9obqDWUkuLi0srBKQEn3hDb03bAZ3uiAxx1Hurbh2dPLwhSI1qY/H49AQAAu5FS7GerLS9/876Za0ZW6YzQE1Q2CYE94TjOZDIXtgL+jjwklD0W72erqyynqPKE7BrUPols5yjbh8N5M4OXwJ64XO7jx4+VNo2Ghgadvn4e67i/+ZPDB757HNqw/BKbzX748OHmj7Ij+Pj4vNEyAnsCABRFkU2Dou/qNKALM72hbmYP5G4rqRs7+ET3zeECH2VHwLA377/E9rRtGOUZ6a7m9+/IS+naBVDKGnb9h5agfOCeJhrSjZ/oGxgY+Gc0vvFf+ExXmI+9gZ7Z0wQKS/gJrqsZrXtupKdvYGAQnNOy5gYftie8NMTY8llKcYy52JHrVW+sxceZbevaUnFQTnPTy1nBhhPegjc3WNve8+ovtCjAwNr/RWGEgdgx6TXrg37YnpaYoAYrP7AZ2E7FYf5I6jMzsl/6EHPbnnAcAFg0qqedkXNY6crfvbQqX5VHjrS1fgp/aJ6QhbHCGGdVee2GVzGnqaYULXuv1m1NWMIbYmwNvdO3N1+Q11qaqC97I5zyalSYM+JspPM0s2XxnjtKTXzs4NP1jickkT3hOHuY6mpjHFLW3ZkdoGNkXdM701cSqX9fZjnmNNWcceehYX7r6Mu6ksZRQRe1YXXqK2tndnEAcNZQjbO1SXhld3uGr46RTe3w2pMIUd5cup8RKbJgqIVi+UQriDLA6il96vjgzBd/c8p4XVNxrMjlvqkjA2CqKVX2kUlxx2hTLeXlxBqBXyJ7ehV/+nj/KU8XT5KFbukAh8NkouwKnUsylDEA4Oc4Pj4hLqWpriz3wLBuSsDBvPn6cMkHegNcAO50yXNPs8fXPv7m7DNXD3MLvbIRlDMzUJSxcp2jjLq+6c7y6GDXx1/u/1LT0N/ZStO/sJtPn0OB6696xTW5f3nPaE+mjJp+O4+VY/9Q7NJtTXWlO4/MmmbX6NQQ2dNy/EnLb+XwHH8i+764TOmKmBOCbGu4dbLc74E5afLVxPkMG2lZvZDlAQPGQI2XJWkFlnFVAziOT1b6SorfqV91v511uyPunjL4+oXpauX7pLJxZMN2EtvTYvzJv2J1zIJRoHxWqmbnfgrRGyKv3dftXfwu4EMmt+4E12w4BxjPtHl0z/aNKDvXRfasS8brfifS/eKq/IO66Y37JsT2tBh/yh5+/eBpLYzUVb740f/7RFLNOH2nYk6cHhNV7bR2FgCwu1Mvn5MrHN8odwiZJsteMoxrXX6B3V9uYXz3+0///ftzCp7JFYstHi50ktW2mNpEIhKxPS3Gn7gr7ucbxJwEpSXJ0dQ7FQEA1nTf4BBvw5/FGI822D3Dem0AmR8uo5TWNTTVVZVRu0ZwAOCPu+vr+RV2b6anT2xPwoM/nhNgSvKMHNqhRSLYtFp3S0P/OOom+/oiT5sGZ7a1tNJ3aKkkhDH2sr1n87+ZRZ6IgcgTMRB5IgYiT8RA5IkYiDwRA5EnYiDyRAxEnoiByBMxEHkiBiJPxODD9ITxWZQIbwMDA9PgrIX3KLUf5852BJkZGhgYRlb0b+md2/LEHOkfGFlnAjfSWl07ytid88Sb6ulcqroJ7ClqZdPKrK++0jQvh4iS0tjTv5zxr96FWdTs8aKMjIysvJbhjUNcdFrv0Phi6xh5vl5h0bnpzvd+uKDfv5UTI5AnHOOyxlO8jU999Rc1j/K1N5lueUbSIjmGtK6VPbMdEB6nITNI8dKPP163mFl8ab435qmVsaV366toOL6Yn81tMtM2LOh+bRBH+duo/rnESHXcQ3VZXVMSSePKl4dOJNS/o5YyjnIYtDg3nV8/+0QnZCkbd7Fdw0Vej8wjpnfdE284yM05JMTrzA9/lvaqXGMDbMZL/bq8efwuVK3CK+N9Hb3DzBR++fimJeP160ih1+PrCvZ9nKWYDr7Q5+v/NK5x1cXE7KP4+9hGpeYNMUBgmtOcNJ4mAwDAuMbPf/5FNWzt7Vh9Ps7OEcGuRw/8+W7Ycl1kmGjLNHkW1b/Fpe/X8ITwmflhJCPjgCGETU300Te0KBuiz3WXkA0MPVPqcAAAHEUxwAbkz3x+032N66kznXzmqsYAHwAA4TFyQ82MjYOGeMzqGA8dbcuKwc1O3kN4jOwQM2Pj4CHeQlWUu7a2VRWNjWEoAKSRzn18jbQ6eXJEW/w3s/gOAMDoPU4OJi4v6ul91dV9K7bCsam2HJLx4ztKKvp2Pl1TrDcjdTjKHKp1MTHyjK5lI7RQkydG7sl0nFsZ4W5oZFvW+8ZNft5Y/IffHkbjOLYwVONkbOQVXbvAHwzQ19bzSWNhOIriwGm7dvwz1aDF6wkfa36ham5f3DHc0VzVs5XUzzU8NWQFRwU6Xvj+4HlV65jAOAPpLz89esPFI/W5j+bHP50vX84NYXfInPzs1tO3PbHcFU+KGyYu/kHNDIoKdDj/7XcnFc1d3VwMtO4XDmz2TliXGRgZaH/u229PKpJc3Zz1te4XDy29N97o9MeS5Dc+aa6j7Pm7rhwcxmuirp6/rKKmfueWZGjVGs+n/pcVMc8spKVvKpu75xW1LAe/MUZfaoibj/mjz749aWAbkxji+OOX//eMnG1iaKLh7f3HtENXNp3bHn/u8KmwhnngDKQGu3qbPfzsq18f2Aa7WjzQsQ9lLH4F5qgSR/+mFrzoiZNuc//UVbl7qvIKWuZbqimwhiccw4DTJXP0i+sOxQCQYiL+36efjCLALvP4WUyuYfmO8S5P/F6N8wceBDe93hur/eaxL+X83lg9gV8cbWPwFiZucaOvchBwDANmy/WjXyoE1L1xkDU9DaVZ/XRGvZ2/VDkGRZCN6gKw0j0Nb5+9QYqvepU5h2MAEzm2//WFWEoPE7C2qz9+Ju9dDQAhD85dNk96vT9mh+nN89YxjcvvGsuw+I9vxfOGVt/RVnlaBEMQZKtZ6ms/n6ZrAsUOSVbRAWBW+8oRg7g2AMh3Ub583/t1Cta7PC20SJ/6TD/59VSIyUpfscPXq9+choAOtVUUvwWltp254ks7UeZ94vCNmrc6lWt6mity+/6kTN0mlxDijOe/iDB8pKyuYJjSNLzyxEU/uXblcTAAzFcHHvvtej0LAKM9unTCOfdVsV10zlv/mpLt85WXV6TOlStaIW8KWMOTIKztqcRD/ugtayYATGRe+Pl0bBsXYM5GRsw0ohUw5FU5MprCmc9l/RrefDO/7/6FbzUDX79e6CpzTNpOsNkSeU63f5Wxf7vzm046/+ktuzdOykCKxc9n7nZslEbOnO0LdjFWVb6jaUAKo3S9eclxBx6K/6Af1QUA5c/Ujl23YQJwOyMvi92qmQYeggLgVYHWcka+bADAFxqKa+kAwO3TPP+DYexby+KgHdeO/10zWsDlcpZZyxPOtru5/4xxAgCMPDf/9rBcCwqA9D04c0j5iaNTXM7gPD7ZQ81Kevb9J//0rbxdRlbVJGflh2V7Kp++YBD/am8sK8mvzpslC9I6nEm68tUFUsrK13hzQ5SsDO2L//0P+6/GZeS2015fPll2ty9qeqzTyeTP0YqiraQU1R1Dkksb1j53SFfyoa+/8m9kAfBdbx++Qk4HgFmKx4/fnLUKDo0o62Z3J5z823fGQRm5WRnRzk9uSjnOACAdST9/vT+waVUXaayjJiPW5YuP/vHoPbes3NqZbRTkWNtTUWo4pWMaAAarUsNiC5gAANjLF+FWlm7VQywcoJsSb0UmW9vYWFtakK3CulenS/Xl2J69rNa9eKPGWAUpYaVdM4K0DmPlPw8v7V71XuZwvY81ydLKxtbaikxyyG14Nf0BH3xw7oTl8/W+uezh+oz8/Fnuek8tzmhjTPzzcT4AsHPD/fKaxgAAuMPxDjZW4TkcDJ/vKLC3trKxtiSRSCQyObKgHQC4I40xCSkTq7Px2vIjyWSLxbNkZR89wBb8t9vujBvh9IAHUtIG4UKc7srJdNaQUnen7VZB6D1m18b35ruCzTUfWng3b5iKvX3musOcSGaOIVv6RUIsdnUcltda3zgphGpW3NmWho5dLzW8p3yY4+UfHiJPxEDkiRiIPBEDkSdiIPJEDESeiIHIEzEQeSIGIk/EQOSJGIg8EQOiesJZQ7FBoeXbWlNP4GPzmcxthJIEgpCepnqrbFSO/ss/fPysRtiVneaGWn31tJUUpU/fs+nZqcUkNsHee8JRbmm4u51raHF2lI4JqWzg7RVP8NGGbDtDcmZxibvlY4/s9p6asqxI8oE/fRpAfVfECWOzmIKnvuL4dGfRUzvPkpoyD2ujgOwKSpSHvqFz3QibVk/JL+oCtEPl1Plnu11XagV772m6oyXBSulPf/jDbW1jVVW1Fy2j9fnZGa/ILa2dmp8uj3Y78fm/fH5WUf+RAimyGgBmqn0O/PET/7U8IbMNOleOSMoonTvys2lYhQBLuuFMelV2oPqpr8SktGP8SF/95bengeH35K855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</span></span></span>Jika F<sub>1</sub> < F<sub>2 </sub>persamaan
gaya akan menjadi</div>
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" 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" 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style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a><a href="data:image/png;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a>Kejadian stokastik adalah kebolehjadian
yang hanya dapat ditentukan distribusi frekuensinya.jadi kejadian stokastik ini
tidak dapat ditentukan fungsinya dengan pasti, namun hanya berupa kisaran
fungsi yang nilainya belum dapat ditetapkan. Contoh dari kejadian stokastik
adalah jumlah daun yang berguguran setiap harinya. Helai-helai daun<span style="mso-spacerun: yes;"> </span>berguguran dari hari ke hari, namun belum
dapat dipastikan berapa jumlahnya dan fungsi seperti apa yang dapat
menggambarkan proses bergugurnya daun-daun tersebut.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Contoh lain dari kejadian
stakostik adalah:</div>
<div class="MsoNormal" style="text-align: justify;">
<br />
1. Jumlah
penumpang bus<br />
Sebagai contoh
jumlah penumpang ketika pagi hari, mendekati jam kerja sangat banyak. Jumlah
ini akan berangsur-angsur menurun ketika jam kerja sudah dimulai dan menjelang
jam istirahat. Jumlah penumpang akan kembali naik ketika jam pulang kerja. Hal
ini berlangsung hampir setiap hari, namun tidak dapat dipastikan fungsi apa
yang mendekatinya. </div>
<span style="font-size: 7pt;"><br /></span>
<span style="font-size: 7pt;"> </span>2. Jumlah
pengunjung Grojogan Sewu<br />
Jumlah
pengunjung Grojogan Sewu akan meningkat tajam pada saat liburan sekolah maupun
weekend. Namun setiap harinya juga terdapat pengunjung yang jumlahnya tidak
menentu. Dari jumlah pengunjung ini tidak dapat ditentukan fungsi yang pasti,
namun dapat didekati dengan suatu fungsi interval yang bentuknya akan meningkat
pada saat weekend ataupun liburan.<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"> </span></span><br />
<br />
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span>3. Pengunjung
warung makan<br />
Pengunjung
warung makan akan meningkat pada saat jam-jam makan siang dan istirahat, dan
akan berangsur-angsur berkurang ketika jam makan sudah usai. Begitu seterusnya.
<br />
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="text-align: justify;">
Kejadian stokastik
ini dapat didekati dengan suatu fungsi interval yang bentuknya akan menyerupai
fungsi seperti di bawah ini, yaitu pada saat-saat tertentu mencapai nilai
maksimal sedangkan saat yang lain mencapai titik minimal.<br />
<br /></div>
<div class="MsoListParagraphCxSpLast" style="text-align: justify;">
<img alt="" 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Anggota:</div>
<ol>
<li><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span>Ana Triana<span style="mso-tab-count: 1;"> </span><span style="mso-tab-count: 1;"> </span>M0509006</li>
<li><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span>Benny Arif Pratama<span style="mso-tab-count: 1;"> </span>M0509016</li>
<li><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span>Miftahful Purnanda<span style="mso-tab-count: 1;"> </span>M0509046</li>
<li><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span>Nurindra Notarianto<span style="mso-tab-count: 1;"> </span>M0509052</li>
<li><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span>Yanuar Arief<span style="mso-tab-count: 2;"> </span>M0509078</li>
</ol>
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Anonymoushttp://www.blogger.com/profile/15249166607897243657noreply@blogger.com2tag:blogger.com,1999:blog-506874479094063776.post-3817013827152761162012-09-17T19:30:00.000-07:002012-09-17T19:30:44.833-07:00model deterministik & stokastik<!--[if gte mso 9]><xml>
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Kejadian deterministic adalah kejadian yang pasti terjadi. </div>
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Contoh kejadian deterministic adalah persaingan usaha
laundry di sekitar kampus UNS. Terdapat beberapa kriteria untuk mahasiswa dalam
menentukan laundry mana yang akan dipilihnya. Beberapa kriteria tersebut antara
lain: jarak laundry, pelayanan <span style="mso-spacerun: yes;"> </span>dan harga.</div>
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Langkah pertama adalah memperkirakan persebaran mahasiswa
dalam memilih laundry, dengan menggunakan gaya fisika:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<img src="http://latex.codecogs.com/gif.latex?F=Gm1m2/r^2" title="F=Gm1m2/r^2" /><a href="http://1.bp.blogspot.com/-bQcarZnCluc/UFe4t4cox_I/AAAAAAAAAAs/KN2aj5uwm8A/s1600/CodeCogsEqn.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-bQcarZnCluc/UFe4t4cox_I/AAAAAAAAAAs/KN2aj5uwm8A/s1600/CodeCogsEqn.gif" /></a></div>
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</div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: 72.0pt; mso-add-space: auto; text-align: justify;">
Dimana</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; text-align: justify;">
F : gaya tarik pengunjung laundry</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; text-align: justify;">
m1 : laundry1 </div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; text-align: justify;">
m2 : laundry2</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; text-align: justify;">
r = r1 + r2; dimana</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; text-align: justify;">
r1 : Jarak antara laundry1 dan laundry yang akan
dibangun</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; text-align: justify;">
r2 : Jarak antara laundry2 dan laundry yang akan
dibangun</div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 72.0pt; mso-add-space: auto; text-align: justify;">
dengan asumsi bahwa tempat laundry tersebut<span style="mso-spacerun: yes;"> </span>berada dalam satu garis lurus</div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 72.0pt; mso-add-space: auto; text-align: justify;">
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-DEjIXyQ8Vjw/UFfWJAEjdrI/AAAAAAAAABc/Ss3QnxdtB3Q/s1600/Untitled.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="87" src="http://2.bp.blogspot.com/-DEjIXyQ8Vjw/UFfWJAEjdrI/AAAAAAAAABc/Ss3QnxdtB3Q/s320/Untitled.png" width="320" /></a></div>
Ada kemungkinan output yaitu<br />
<div style="text-indent: 0px;">
<span style="text-indent: -18pt;">- Jika F</span><sub style="text-indent: -18pt;">1</sub><span style="text-indent: -18pt;">=F</span><sub style="text-indent: -18pt;">2</sub><span style="text-indent: -18pt;"> persamaan gaya
akan menjadi :</span></div>
</div>
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<blockquote class="tr_bq">
<img src="http://latex.codecogs.com/gif.latex?F1=F2" style="text-align: center; text-indent: -18pt;" title="F1=F2" /></blockquote>
<img src="http://latex.codecogs.com/gif.latex?m1mx/〖r1〗^2 = m2mx/〖r2〗^2" title="m1mx/〖r1〗^2 = m2mx/〖r2〗^2" /><br />
<img src="http://latex.codecogs.com/gif.latex?m1/〖r1〗^2 = m2/〖r2〗^2" title="m1/〖r1〗^2 = m2/〖r2〗^2" /><br />
<a href="data:image/png;base64,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" 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" 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" 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<img src="http://latex.codecogs.com/gif.latex?r/r1- 1 = \sqrt{(m2/m1)}" title="r/r1- 1 = \sqrt{(m2/m1)}" /><br />
<img src="http://latex.codecogs.com/gif.latex?r1 = r/\sqrt{(m2/m1+1)}" title="r1 = r/\sqrt{(m2/m1+1)}" /> <br />
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<div class="MsoListParagraph" style="margin-left: 108.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Jika F<sub>1</sub> <span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin; mso-text-raise: -4.5pt; position: relative; top: 4.5pt;"></span><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;">> </span>F<sub>2</sub> persamaan gaya akan menjadi</span></div>
<div class="separator" style="clear: both; text-align: center;">
<img src="http://latex.codecogs.com/gif.latex?m1mx/〖r1〗^2 > m2mx/〖r2〗^2" title="m1mx/〖r1〗^2 > m2mx/〖r2〗^2" /></div>
<img src="http://latex.codecogs.com/gif.latex?m1/〖r1〗^2 > m2/〖r2〗^2" title="m1/〖r1〗^2 > m2/〖r2〗^2" /><br />
<img src="http://latex.codecogs.com/gif.latex?m1/〖r1〗^2 > m2/〖(r-r1)〗^2" title="m1/〖r1〗^2 > m2/〖(r-r1)〗^2" /> <br />
<img src="http://latex.codecogs.com/gif.latex?〖m1 (r-r1)〗^2 > 〖m2r1〗^2" title="〖m1 (r-r1)〗^2 > 〖m2r1〗^2" /> <br />
<img src="http://latex.codecogs.com/gif.latex?〖((r-r1)/r1)〗^2 > m2/m1" title="〖((r-r1)/r1)〗^2 > m2/m1" /> <br />
<img src="http://latex.codecogs.com/gif.latex?r/r1- 1 > \sqrt{(m2/m1)}" title="r/r1- 1 > \sqrt{(m2/m1)}" /><br />
<img src="http://latex.codecogs.com/gif.latex?r1 < r/\sqrt{(m2/m1+1)}" title="r1 < r/\sqrt{(m2/m1+1)}" /> <br />
<a 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" 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</a><br />
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<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Jika F<sub>1</sub> < F<sub>2 </sub>persamaan
gaya akan menjadi</div>
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<img src="http://latex.codecogs.com/gif.latex?m1mx/〖r1〗^2 < m2mx/〖r2〗^2" title="m1mx/〖r1〗^2 < m2mx/〖r2〗^2" /> </div>
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<img src="http://latex.codecogs.com/gif.latex?m1/〖r1〗^2 < m2/〖(r-r1)〗^2" title="m1/〖r1〗^2 < m2/〖(r-r1)〗^2" /> <br />
<img src="http://latex.codecogs.com/gif.latex?〖m1 (r-r1)〗^2 < 〖m2r1〗^2" title="〖m1 (r-r1)〗^2 < 〖m2r1〗^2" /> <br />
<img src="http://latex.codecogs.com/gif.latex?〖((r-r1)/r1)〗^2 < m2/m1" title="〖((r-r1)/r1)〗^2 < m2/m1" /> <br />
<img src="http://latex.codecogs.com/gif.latex?r/r1- 1 < \sqrt{(m2/m1)}" title="r/r1- 1 < \sqrt{(m2/m1)}" /> <br />
<img src="http://latex.codecogs.com/gif.latex?r1 > r/\sqrt {(m2/m1+1)}" title="r1 > r/\sqrt {(m2/m1+1)}" /> <br />
<a 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sIMiISaNQhrLeCzzxLdq6uvvEH/fDeJ4lvvDU6dO8Ys8Cqmc3sWpPNeD0yIZBDQKRWJAVCwCsYKjMCAqdgmxgiXSIYBr8De8Inho379JeucNcTgFDouCx6xgqSwGGbOCWMHTAIO4jEAgMWQmWGnKDHlqmdo30BUkLySrHNC3SzPrfgHOiqQsVTjdEf5Nxin+mbrQ2VMX7jrEBGscP3xKXi9lDrAo2BX4ZIb+aXWvzAGOiqSRR1LNbhw4r+vnY6smdeKAiFFMuIWwwOkzIk6tEJNCJOAoAABarZdrYGTx0i6Nd/wCnBU5VFvTWWx79SSfkl/5WFeU5PcC9+PrezLiXJ+8eJPcn9VgKaLhltHPUZFzfQMD5d7a0gKCD553LdVbCpw8bRTf01nued+5+Y02CrzCxzs6DYbiZD84CWdFQhCAZzwUMY0aRTGQTd4K+jlY2mx5nLuxVzOVSmACAEC73QU9/5JNV0fYZD8Ao9ldVt8wvo8GlpNVNIKbp5Hw5gA1k3w4mcpikVBt8c8i4yqmCFg8Drt743LWg9P3SEymxmXb1DY0BZNnftOgCA2WO0KNhM88DKlqnVhCdJclmVz8u4CEplNm2+x25YBaC3KLp6qJTcAQDRryU1ANqUTgKS3eV44puLzKaexvCrkvyn/DOinJV+WxZ1zNekmTdy+cFjmV65DWNIaiQvNlQWHNSACoiIoQTQUVy6w+FnIwxf6RrLyiwl05GeNY2EYXsuea44r6NlmWDtUYkZ6XM0IDjNao5yU9cDoAE7lODx5ohOV1dla/0LmrcFdWWlpGzvxF2ZYL8+wse2keOZbjb2tlYmBtaxpWs7I3hyScY0+IHEv0MdPRMbQ2M9Q3NLTLWy/6+5tlV4tkzVUHGd27J6v2yMTKySmobsv1Ab8BOCvSzc3t+mZQVlam0d7co+YbIn1N1T0i4uJSG+HrZt+Ii4vbVCvsU1dXx9HjtgU4K7KxsTF1M+Tm5jKZbwav+Lmumlgbw4e3byt6FA6tVxazt7d3U62wz+wsh+dLm2dXX1oBfWWwsbz8pa+S9HlBwVv+FRM4CoXD0Wh7lR0VCTGpJBwatYJEE2nr7QSmzo/1dXbWReiL8fOduOCYv4TjdMqqj4CYVBIWjVxBYYnUXbpleUdFLpbqy53e/wf/id/O2OWPkr50hGio+anJgbpEZxmrLPhaDymISwg0nrYtjy/I6DkE4W3sFH2+yFPun78e5z/8h7xVwuiuvCTsjEjKysLUEp45V6DnGpDUMlnlJeP8CobcYMwZi4JdI4UDhJ1u8Jd9HJY/ysYucebKHByOpUAAtEbc1/GOb5mnAAAAeSIz2lknbWQqx9rKxbVlU6VDvxZfWyQVM9VWHKEnJiGm9QoBAADEmYG8iOyqjjEijZ3EcKTGAEW7qPxB0hY3WDAxU711r5zEDt0yiOmgAsBikntSLcTMoufeXCiY2KXm1JyMPBgCg9+Njyw5LRLVVVFS0LmAnWzMLSjqnCWs9L40unH+2B83Hz/OXAHEsVdP9/9x8Y62gnpg9Rx6y3cfaD7d4Vli/puqNqSpqoLy+vGV5d7i9KK68TVPIOLq19RPogl9Ka4KN4WP/kPWI679TUYcCq7EUcG/FQ0AAz3w8uFlocPisrreYVntO1M/ZH04K3J5IMdN+cy/TspbGiqJCx0QDegHAACALLQyVnqUgQOLeZ5P7sjelrkl/TS+FbP1MxKVZeAc/rKRAACAwEyZj4qowIHLmq46V4+LiFpkjw9Uv8/akFQzjKECeKWP6jX+A1e0XHWuHhe6aFjwOudDj8cNTcvnLW9EMvGdMY8kAjtZgDxWEqQmc1tWRuaebWQ7gt3Dwgk4K3Kqs3+20V30sph5Qh92rCqlDcECAIC5LFNDZdVk+La1Mx5528QzsJEAAGBBY62NrdmGR4WVXjZOwYcaKtsHq6Ot7r/laXTdIgnMdjS15xgeE1F62TgF76/I7icBAAAEcxbTsAp/KxKQJnJtj1gX0nbnOPVDOH6PnIyTuu6WCf/gkQKx3M5CXSd/+2IqEKmajmEJjYTX/4LIJe7Ct2PWXZKFyKXuZ2/HfLSPfNhHQt8l6W11Vya+J1H7ilcjgycSgNnIW1LPsrvxb48FEz2W6SEj9PN/ffcPQSX3xK7tefjHHIu190srmaQDAABlpcn1glTixHp3MspKk8t5yYSx939LxJHiABPR3//yr/18osax9ct0ABjEajdZ5+rF3Ti2+QROi1zpzu+ZXn4/RWQRFpozAsMiIqOiwsIzaibXW3rbBBAy383qeXk/HgDAIM+0Zg8gWesdfzp5pjVrYGXVayjwjvzYkBcxURHPQ+IrB4kAQEuVZmbBo5ivuBOHDXb3Et0moM+0pFrI6ISXT27LmLI7XlNOwyK2fffX5H0D14gEAOBHWtqG5vHbsvCCHG2oaZ/cQ8EC3CTym4YnkkvgieQSvmGRxKmGmpra+o6R5d245LY2xOmG6rX7/I2KpGPHCj30hC4Inzryh8j9wDHCTndoA9CxY4We+kLn1+7z1xWJ7MhLye7fTDY39qEvD5Rkp7fAVw9mIcJEscezcgwAqLaIxyclX7Jdk57zQMTJonX6vG0i5zoy6sbXK2+BHsrzsDHU07MsmtquNj/Lck9m9TDq9SoEZbzU0+qeqmFweevcJ2tt9NG8QO+ganbSmG0QbPtLNzc3Nw+voLTq6Q1WV0J11DfVTX+cw3ntPm+HSFJ31FPNK/x/ux8/9dnXYLo8JCTvhcM4vkzCHE62f3KD7y+Sob2rtJFbAnWuXrR8Obh6gg/BK32dgsKbN1H0dbEkKzOzYxMVJgAAEBVeGm6jqqmsrq6ufk/8t1/+IelVNveFhWZouireQPLQQbnHhZMf/PxzfWZX5FJDtKW9tcHDywf/41eNlM9doTC13jLX7sRv3+OOtcG2J9o5WBtqXj/2v7+XfzH04S9nAuQvipvGTb9+tAGxEC2RntEpjTNE6kxTwxd7hmqLMFBT0378yCk2q3PTIsuiPYNqXp9CpELzk9//Kp0w9vk3YIbSXzga2BjLCf3840XL6nfRvBALAYv6XJ/XEUlrDNFXfaj+qp+MH8k2kr1zz8ijBgWo/em2CneVHgdVjeMAAOi+opj8zvmFNPUfD6knr50djLlUqHOC37TovWb8SKHzvXsGIZUYANqCrFSVHid0IDb+OBIiDcfo3VW1DBkEYKEyTOfePY/sLjQAhJHymOyWOUyx8W+/yYf0f/QuZI6eyE3NhD4CAIA+latx5M9/OSH94PYlUUnpgJ7PtoVrDJa9fVtZ7Yn7My+v8Nyej/fdreTZ33v42Lp2gbnQ+EJV9u4Dx9h+OkBWBenLyT8wS+hZ+Wh4SYH5yQkckns5CQAAwxku2veUg2pXWGAiWuWBhkFAExIAwkxNflbpxEyds6SgoGHpW2G0qTzNo3/5XJ8/JxJfH+Li4eqiLfm3G26hAaZhMf52dyQET8rbhHi6RHs/4f/uknZi77vrJHky9v73v39OJK3BQ+An1fjJN8E0S+3FUQ72Vrp3bt0RVFD093V+LPqDuEvO8AafapFX+jOcrBxsjO/f/NdN9QAvC8M7IqJqT7LfnSYQOlvzx1/kQz8WCUZjRPnuWBaOQwAwMcPlr9JTE2OiomNTCmrn16qS0xWtcuP6VYkHFh5RUWnFPZ+GAkEMeImnjYuTlarkd9Keic8tw6J9Dc+LX7mqbBXq7xnhqPZff5N51gz/4MY8X2V6/4iUa/UKHXQlBPm4uhvJHbimrq2v6ORgonj+74/y3qfnxRcYX+Y/a1T2VuT6ff6cSBq8p2sWB09UPfBfB1UTejGAMeRx4z/+xqedNYkAlJpHchpP04ffPTvATawnciZZ87fLdtXIN3+bJMT0+DB8qMRR9Oivd6yLZ3EYxOgCEkt++w2g5b4UQ+EPkXEoGn3zoIRBRk12D86MFukL/T9+5eiBySXk0srizPuHFFRkluZPa4kkVhmeFn/8vGUDFcdWil2VrLzCkrNzyns/v27OIs509syt9HmJ/u0nIZvKcQpYylM/8ZdfxOxrF4lgMVVU3CC0bdV1GD8ab3XnvEH46/iw5aHeyWV0meOFAwKyvik9SCYe3gNfNadAFzy5slrk+qx7j1zIUjl0yTSujwIAoT9J+9whg7RZOgCoEjMh2fsRHe//JNYXORyjfPCWSwtq9RI0Mtv47hVJ97a1lqWpuLne2g9pGVoirL70skZTLC8fVUmZW+P9nxVJb7G9sF/asmDNUMoPoS2NtL50unX56pW7tllTBAKJ8tlRGr41RGr/jWeVS0wA5gvtbouc86glQgBMJigcvm9WM/u2McJEsq+mpGv26DIDAMB6HR5LbzYXuvjQu3atp3nbJ5JYbnvkN510BBMA1njRM1VBvRICAACdZ3RZ6v6zNiSJTHkTlkiDJyvvO6iVvnY0y3i86u/XHRuQqw46vslOQuKGVekWQxdZi8V29w6LhUyu+VtiweOf99+P+GQ4Qak3Ezqv7lu3wSAvGnKsv6+1OFDrCB+fmJJrxRQcjsBQP34vZTRa5wCfbQsAAJAa/J88lHJvhwCApiNuH79rnjOFJ5DpTMBEt6d7yAZUoJgAgOnUl7FRxXAAAGsg9PxBBa/GNXcnkcvMRE8Jm9RsbDf8OiIZJZbHflQJnqYAwFoosJA7cClwDAAARoJlL99QDokJe5ZaC1th4ObGRlpLnK7++TtJj4qh0Un4J2VSSRUORw9op8y9t4at9xETPfUkf4vxAcyFZkvZHy/4dHx8ajEJCxOj3U3+t/76fy9b5Q6NjM+iV401ppOljsuaZg9t7jkXAwefnx+sjjYQOX78iqpTzuDi6oJ1pIUI9R8PmebRAADkbh/5G4Kqr5AAAFqTheBZebPkxEC33L7hrgJ3SQnr9PahybGRoUJfLT1N73oqAFBP4LWfpY2qZj463ZlE5PzoUEvI/RO//K7womZoaBb5+SvCG9YRuZJtLaUTXouDAKDMZLpr3PWoIgEAALbW3+giH7+ib+EMjQEhikxvXODn5zt+9NhxPn6By/fsij7e4MKcSlX845Jb3Xtt85V+htp66VtNDk2aKffQkPao/uTuhapxvCMqwH/y+NGjx/n4Bc7LGK5qg1RpLSyqEta6tYUlFgWPw81UONu5eBS9jwZiEQYi9a+bZowCAMBKq5+Zhm7069HkfIbx/bMn+Y1e9qFI8OTHIseOnhQUPCUgICBw8oSgolX+BACA2eCn9Mgl6ZN1FDQs3uKyAP/JE8eOHTtxkl9AQD96CPmF+8GW55HvLjEQi8VivQ4LXvW/H8CcS9XiEzHI36a4jvV6Bb3vwUedwaUbXL2i5bvO2GWjTWwiFgta9d/XR2fNA/RpG+9fB23sLV9prZXUEiUheNemcvrrNPcps4Wu108/ci+f2hORVFvgqy2aQ5Ol3iq6lv4RSR1fN8CXvtiVneSgr2IW/LJj1xcP3Dpf9ekHdfiVi4lj2detGEaZrPR3tEjo4Hy96h3lG30eyX3wRHIJPJFcAk8kl/BNiGQx6NT5Umulp845g+zspt1WWIzZUnOVa4KCpwUV/WBsB4DtQZEsKgaNJzFYDBIaiSWskTIAomHROCKdxSRjkBgCjUnqirOWOHPoX/9LzD6mfa0HVpyDQcBgcVQWRMWtIDEkGpNFxa0g0QQKA6L3hDt7ekWUdPWkax/640n8MJtToz0mEoJYS3U+kmcv3jQNjTE88+tFpQgYHrM0M/6W2RUiqj3i/vlzF/SDE8wv/SYs5VmLp2KX56ZzzS4+souArSuSgUHMjI9PTL/PA8EW1Jk8EwmhI0reKR5Kx/nPSqh5RPo/PHbozCP7QgRExaDxNAAAmIhTt0jrYzeX4R4TCVjMnsLk7BcPfzssEZRSkJ0WnVTaGG8je/ItCr5V1bm5VUnahw9dcYsrLEnx83pTgb7T7bqm5ftNrJ8AkRa70g3uXj558uhPfCpJ7cvsuxyoLG3OMT17WEA7qm6g1vfid2e0M5tboz+dH2UAABOpSURBVELd7BLfREvQEO1JT73yRzFsLzjtIZH44aaavjkyg4jI9RIT9et4s/4IsZgMOu0tdCYLouKrAm+cd6398HY48OymrlPCAAAAABZiuL6u58Nn96yR5KDwmLwxBjQXdPHk44BGJNv7WyEIjCbdPWP5CkEkT5W7339SQqGOZ4a6Wwe1M1gsQF0ezHNzSGlYwmEWcXQ26h8CsGdEksZqcgO0bkl6Fiyg4V3+cudCBz77WgZ2IOSOkG/b+5sObXmoLtde4ufT15TsM1onCXR6fajSLVWbhMLuNdbxca3R5r6FQ9uStxWV/EDYsXiCgJ1JMZEyrSaB+QrXxxcva8W1DwzWRz48feOeTUhaqoPU45RJFHvDsD0hEt/ipn1RyaN+GQAACPDmBLOcdWqPUzAdSaYZQ9T3l0bCQLablrTs3Ttyt6W1QysXKAAAQB19ZSB8yyB+7IOLLaq3IMzIv3JmE0MPOCyptP8ziYBH0i1S2xcJZOJYQUBYGwEA4mS2p5LcI/eK7t6cUKt7srdlbklKSsuF1iyxOZzeAyJX2jzlzz9ObN32vPHQfL6D4DH51Pm3yjGD9WluXsXDROx03ywW/6VDO1EQ4uxg9dTGxii4CrHTeQZ2v8jF+AfnpIwiRzmw04aJhHkp8kn6dTEAAGC53k1i30E+iUdmT+T+kA9pW/jstXUi2d9SX/+JtYmejq6eVc46Iapfj10vEl+qc0pCNaCJI0+gGPBsK7nfb0fBAQAA2VmU7Ovp4epoZ+fkkde5RpwtNF8b9kRJSe6R2hMzOzv/Gk4HXG+G3S4S6o+4ef6OWfbY60sXiURSUlKSYg9paenFxddx3xhYkL7QGZumDZzu8KaYAHMN97CoqMTatYL31sDW1nbjvVJRUaFSt37Z2e0iWa3+otflnUvezLvodHp6enoieyQnJxMIrwNIST1xmiKHJZOmvtwT/GxHVbS1kYqcnLJXyeiG9uGVl5dvvFeZmZkMxtbnrrteZFvgNbG7DsUcehhN6IrWv8j3KH+DAVk0RF9tUVG8t6LMhbNnZYKqp4l0xi5Jp7TbRYK5VwqnZLRiuzmy2A0hKl1Uj1z2G9qcDMrMUCcMVhmuL36K/+Ql50IE/tO0o1+bXS+S2ekselXJsZAj9XGIYzEGlwUM8re2YZm6MjM22lsT7yhtlTW/0yZ3vUjAaPG+deG2VdVmN6OSUVPz6PUHD8ShFNXzAualK1vvHQCASULitlwOiro4t4Qib8MS/e4XCcBCge4VmfsBVRvNXMxADjUWvTCWPy7s2bXOy2jj6YYKZ+5GDq/zGg5CWx7qrEswF/xF0adxlv3zeS+IBIDaEaHx+Inr85S2Cdwnf73k2a66wsYJ5OJIU0VB3SCCjG/0khUTELkqJejeufbnseA9RUlBtlr3navYOxu/AGu5o7KyamgFP9GQlVfePo5ATzZk5Za0jSDpAFXtZXBDXPjE35Sim2bZPyX3hkgAACC3+msr+uTPfLSNEofofml+bf/R6xp6+pqiPxw0SJsiAQDATK6nzBn3jjU/CqI3RmioOmZyOnXAcmeSpeypfWceOFqoXrl8hl9QycxZ8wqfiLLR20wOtAoDfu2g6slvSeRnWBydXmyL0FO6LG6ejxhvzGgcXiIBACijGW6fFfm1GG/rHKu2FxYSdy2dJozE3fxN2qt1Zjwrwcsl/c3YDVese1KLJ/INlBprBVOL/A+nmsulAfIigTteD60vXFTMt55GJ/emmz3w7gfUnhg/O6uIQRp+mQ4AAI0mpw1jurZhUwwXiMSUmGtY2kRPvJtpMsktcdq3hQ/95//446aZW/7wDuZ4nAgWuxncOI9DD75Qk3DvYYL5Kof7v+6/bJHdvjzXl+yqdfGH/77v+FVZl9whNuugcoFIwmh1Z08X4v3ViUUdKg32Cwh+HhHs9yK5eXYHA+cW2jK65gg0OnWpp7xungEADdVdHBESmdmNALjJiqRQ/9CIsCA/3+TGGTbXFLhAJA8AeCK5Bp5ILoEnkkvgieQSeCK3AYhJXBhrb2ncHG+jFLYHnshtADdZ9OTIvqPCmyMrK2sb+8ATyT60ybooXdGgrSab2R54ItmHOFTir6z5kiOPvjcMTyTbsLA92c4SplsMM9gueCLZhoGEJZnyu9fvbC94ItmGslgVpnH7ee/O9oInkm3wc1UhDx0qvhgKTx7PdxEXF78pbRBcsf3RnTyR7MJEj2faX/BsXP8pFGUGlmik4Rr/KtVF+cI1Mcum7S6dvqtEQpj2FwrXbqv5pmfZXuO/pZfSvwdqN5LgsMAHsrFjEARhYBF6p8WfBMdHezwSOn3NJi8zWFnuiuAZmyoUiYSaG54iAQAm00NcjAJ6t/vZ2i4SyaDSO7NexHrd/fV3MfeQF4HPbN1r9kDyOMJcnfcdtQwEwMzOtWW4PFEU+l1EP72r1P0q/6/ilq+q8lxuPslbfBMDQB8rTgjzfDW4/c+6d5FICIJoqJkC/1sidqUEGgBMCnEPlKmGUBO5VsKODTSIyWAxRtKNjeV1X80BALPTsQkunGQgcvS1IzsWCRCAmPCmpOd2QfWLZAbji4l0N8suEgkAoCG6Qx4KerVzIGybiV5eXiRs/5nARExmWyrHTjIhAFhzhZ7mupqlWEAqtFBzeN66AhCpDy7o+L3KaJqeqfXXvXrLvbSh9EXw8+D07Y4m2lUiIcxMVdCDiJ7t9kiY6k51uCWuZVQ8teH3UOeauibRa2Tx+fh1szV+t7WS4UwAALEzOT7MqQwLQHfEs+iMeiQAy0X2N0Uv6PuUdjRFKp05LXhWWPisoLSRH2y7a/7uKpEcgLzU2ZDmYfng5E9//U7UunoDW1MJI7VZSUkxATbyli97MV8ak0DEsSzLY/alO74ni9tFonpjvZ386zrLHW6cPrN+6QVyT3lCYGCQl6naXQkJCY9S3EYuDEx8b5LeBc9ansivA77A8NJna2gwEFWRdnYmJqpqikpK6i9q5jfxwTQMLFz5Sdb8tlToZoddITIwMFD3SwwPv9lsQ8W0xxrpf/A7k8CCvvX3cKDzjdYWiZ+pf+Whb+fs6OgcVze9eR1kVJX3VacKPATAQH//F7/Faurq6jbd3OfZFSJjY2PtvsTExJtxHg3Xl+7k8MHv3GKrhtcfPHxWJHG+rSDIzMbS2PhpUPHwBus6voeBG416dDUAhgUAjI6OfPFbrAYGg222uXXYFSI5D7bA+BL/WePyNYMrWGjYq8BAdwf1BzISEnf8iic2PmqmYbpCFBRjB3e+tO83IhJfaHSRT9CoYr0CB7TR5rykpMQgi4dSly5dtstFbKB8Hmm5yvGsUe7ipk/lbYfrRWJaE62vnTl18J//589/+ech/jNnjGOH161qQ5ntqikuzo10uG2S0I35wgoCAVlsLRPaR9j5dL67WiREp5HpbI4HGbjF8c7Wts7egYGB3s721taRBRJ9A3MFxsrA+CLhC7MKCDsYr/owcnjj6V2ZNDKVI1OVXSqSTkIvDBXY3n2o7Fa5iwt2sNA9UfKWuWjyl++qLBoeMdkYYfjoumYKJzJm7RKRxLmxsfFlMg011T88vkygzlQH3z9z5L/+IWpgVfh1q91/ARZ2cQWBf3sCMuAF1qftCrBv7qYs0srswNgSnoRbHOvtH0cyKKjx4f7+4UUiE8KOZeif4/vlwIX7ctFrV0tkj10hEj/8ykTi1C83zIItZPj5jyknTENMOpXS90JVR8skb5eIZBIWBlryXW+fuCjl2IR5XdSN1hejohLd/frKSiMtVHrLHzgupWVma6ly+tDvsg4uFtJS5w/vU89GECEWg0aZKXI1UZCJnOJA93aFyKG6+t4yGxGB8ybRTWN18X5Vr8vZTsSp62ruGpHksUJnZXFJ8TP/OMRnmDbCBACwKG2h0jYFC6+rCqNmF0dro90Nrx656dFGnY5RuHJMPqh/se/5A4cyxOv7A7Lay0yei0UCAIZiJC845yE/GP2tvNJ9YmBbs9OpiD6ENuQtv+9HGZdOIgCAUeJwwa187l02H2g4Wd/4nlsrHRCy9Qyf5fXi6UMhD55m9E0tUQAAgNkWZPdAPoUT5Rd3iUh45O2LniVj7wpmM1BjpTEGN3774+CJu85ptTO7acBD6vQUPXpEI66PzKAVWTx40fEu+TG1P97BVM20jQJmX2hruEb14sF8tMwf4g/sfYrHSUhYuqWyCN+P+8RNo3O/sKS4eXaJyKmygPLBZeK7cTkd0Zfm+djQ5KnJEwOz0Pyx7Q5VYo/lNM0/vj+slT8OC5TUSeh/Ny0lj9XUlqQN0QAYK8mtgY2QAMB1pblYGgVkDa/glyrDH+sbPzE1NTT0iIWtWVaZDXaJyD0GsffZtf/3vZSPp4lESCti59fnAE/kVkFXO4r968BP+6/69GJ3flkH8ERuHWzeg33//t/FfCd3fp0VAJ5INqDBPGUPPI6BE3Y6OAAAwBPJDhB5aXwJw+5i8DbBE8kl8ERyCTyRXAJPJJfAE8lJmAsNebm5nQuoobKXGfmd8xycqfBEcpDF1kQbBcF9AvJWBgpXRY7eiuRg+lieSA4y1dU3UW0ndPHWs/wJ/ERtVjcHl4x5IjlLT+iVm/61X2E19psTCQ29snuq4Zg5sIE4G/YZCxS9FVI7zYGSiR/zDYlE1AcZyl+/c+XEf/vTn857tBJXrazNN0SG+AR2bn9pe0Rv8eACB3Zlfso3JJI031mZl1ESZnTwBwmvlqXVJyRhvqc22kxN6tw5MYv0nl0SW7I5uFAkRJ2I1RQ6fUna7VVDtuvNk3yXdL2q3w0z5hLlDp7VyZ/9ZCZARw7DqqsrX9oqSZw6JWCc2LVMIlN2xzrqRuBCkYBFGa/xlvm3X8R0jDyT0oKe2Vu96H0bwIhNf3z0okHU+GeHHyzU9HB3d3W4gaSw0NlrrgXz6A/S/xMIhKWvAh6/ufAWbhQJwEqDx/kfTuimDBKZAAAm5d0OclyVnsDPCj5vwhnXgTQBq6rITwowv/VhJbrQ0NDjXwUvL69NfWVuFMkkVnhe338/dOqTcSmz20/koKxb3dznPbKWx3phsOJg3ZvCQkJi7iUf1YYkk8noD8FgCRTm9sNibW5UzYUiWaSpYKX9Iu4Nn/6qz+/6T0Ja5Wsm5KQhemuLigrirJWlzp49a5baj9lotVb8REN1+XbzbmPvBuFCkYTJyDv/9zf7D5LD0eDdtVmJPor7//Knv121C04s7V1avZMHP9tREf5ETfrSpRs22QObCjtl4WZeahwTvnjx0vYSHBy8qW/NhSLJ4yXeJkE18NUxUYSORDc1qVuy8vcU792VuSVtmdpHWnXpgjfFPA8I7d3CvB0iwRsCzVNm2e41u3ChyK8KE79QaKubvt1RqpuHJ5I9qLiJTLeYAcJid7afb1RRTWmkuXl8UXVBfKCJY2IXkg4WGvydTAwMDGw8Mzm6QZ0nkj3IuL5Ez7geeHO4/t2LfIclzawfXj0tJKJmb3z9V8Xg4nFCi/X/FpDW1de/f/EPt1YOri/wRLIFk4Cr93PJWSCje0uy/B8Zpk2MlATqqxiULXQH2z7Pq56jYoYrJgkA3RQdmTC4wsHASZ5ItmDg8CUOTs2AiRsuCTR8Wgegxgj/gCAYC5VrEpRSNw0BAEB/krq5R2JFWX4TBws680SyBQU3keQcNQEIo+UxpjeC5xk9Xu5O1nloMBR2S+jAIY24of4C6/M//+nfvz905ox20pczYG/5nOWJZAcIh691cyohkulUAgYxi4cg0tIyYokMAQp6eqirc3SBSERODQ4M9vd09Q4t4N/njKB3xTgHhVdMv/skOhEz2xRmLiYfPrilrvBEsgOEw5Q5ulZRKJs/kdr9dB3cC96eokxCnbO40O9HBS+fdNlagW+eSHZg4saSXWP7UThKV+eGmJoYJq3M9HZ2wuKeKmjr++V0dnYOzGOpLIiGR861xDvc3mqldp5IdmAQ+iO9MmcHRqbOnhHcCLZmqoNZbtcEBU8f/vEf+3747bigoOCdoNo5GgAAMCazPWR4IncAFm250PlZHWoL4T/MFn8DR4+88Q9+uFTiLy8SMP6Zt6wPTyQbMGkjiS6xfagtxOQw6t3UzO3SR97+m0Ufr31h/1D0l79eM0vMbodvOnc9TyQbMGgdoS7pk6gtbFlmTJSn5Bd3v0tyyCQ3RWoqKT1UU3+oqG+fNbjp9XueyK0DURmVTk7lGAwArJXe3KCg+LKGilgb2+Sy+uLkUCu3lO6V1z4mi/2Dq0c2kGySDXgiN81kWXhmcTMSAoCJyHIKgGHJFBIJFqZ9+xzfESlTS8VLp4XPq9oaiP58z79wjAKmMw1MH106bFKM5+jOZp7IzbHUXJzw+NCvMi6Z4wQA5pIjCpYJVBqVjuosyPRT03s5OlISqPdAtwTeHWITmlM9RweI5qiinLAHLnUknshdBH5meGawKcxazjqpaoE6HhJYikXTAQC4waJA46e1ADRF+AcGtrDQeabBaQ1vF26GYtVca3iX1l3IdISu6JPIvOdO8R0YHAQAfaQ40kQ8cI7R4+XmaJWDBkOhUkIH/tCMH17uiFYQP/HL3/aduK6R0Me5HvFEbg1ahc1VaWUxzbB+AhUAAFFxqIVJLItFWFhagJMgQEGO97XCBueINOxcVxusrbO9rb13noOZ2Hgitwg0l6x28keVsH7irsjOwhO5dVijKT4vuxe2f+fPluCJ5BJ4IrmE/w/5tCmVdQsriwAAAABJRU5ErkJggg==" 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l9rNQID1etEdGE+5e/G4nGvnNFWzpdJGqbgnKXnJrQoAeCOp2jsuhXUhALSsB+fOK7k24PBEysTrt/IqXufQhguJ03lgVbodPnb1Wd27KYYIPkv18FntsNbFVCo5jV4Ht6kEtE43V5Weof7jZp2kKZMaub2J5r/vuJE92/B0+tggum8qaOzY+ysKcTsDjv2q4FZNBEC6UxyUxYzK2QC8HrczO9Wdy3H4oXE2l42vdXZzcS8lAgBg4vRdX1I4APS6B9KScrYl01VPyGEXdomrR85x+u2M2khFjkfE99gWTwDAUNSt7zbqFtABYCRc/fT+Ywa2jo4pde3jY90FyQnOmof+9V+btDwTE0tax6bMtsEmyG6Ttch89e4PqYY7j54IaFjM0q5ItdPRdXJGjVNmz3DwqILM6EDd3f/3vw9p+yRmFLfj3l6FUeNx45fjzkuyak2T97mfzmkUDwMghHi9sz+dfToMAKxKw527Tqtae3l4lPbW++rIicmYxSenpiQnuWsdPGmbxwSgVXkdE//VIm/KqHYmtq0iNfGZ6qYvvt2t9iw2Na8NN+1132dGbaP1MS6ObhUjAADoXJ97HulYNgBwOl88vXlBzjSqlg7A7EoykJWWkb1wUVFBVkZa2iy8a+xDbdwOO8mD6l5Fb5+8gyWBjq7+qEXNfOE1Rls7hL4cnVKeMJr9DK5LS8teULx4QVZG+prJ84Y3hTNv9LneITGTrI8bQAugLdHe3j91iAnAI+aH2VlFN3IBAAi5TkZKcucDGmjM0YYn2nLy8rLnZaSlpaVlZC/apvUAAKk50c3euWRoyvnIVZGPFaRl5BQuXrwgJyOjqBvZOGsMyz4HoCdEZefRBxUrOm+C1xFxZscxd9Tqmbyx/FM3qD1e6vIS5gmjy36lGZhocJGRUnpctFrmtgHwacYNsTnOx1RNWStx2rbdcjKQY6emru4YUjyyqKmSAge/JkpxcC019YNLtD7M3KGPtNegupfkkSZQiOa3CSUibUKJSJtQItImlIi0CSUibUKJSJtQItImlIi0CSUibUKJSJtQItImlIi0CSUibULJZ6GNjseRV3yrBvpIW2trR+8wZSl6/la9NlpvfaDq5vUmCcMrOCWKQepOeKyx7+CBbesP3HlSSl30AHbh0cZG58Xktfag26tfPM+oH51+TsF4Y0ZOcfWr0a7CyITiTiIOU5NkfHTj//vTf91JWv5BEbzh4tTUjMahkfrkwPCsTkx/Y3FscGRON4lOaHvh4lnEBKhyuql6yaZ50ZOzhEMbh4Yvctc78t3f1x9VU5b8/qv9V7NRrQluj83eYRNb3lyXFX5n77d/Wn9aReX373/4xbywqyG7siX8wZbN32nHzbjjJflVWaidlZn5I0eX9B7qwoswbG2MhcqhdbtkTcw0ZMUOHRRTumWueXaTjHd572TuYg7l+DiFZLcufj9w4dAG7LHG8CCDy//87qxdVn52ZV0VFtse52Jt+g7rmLLmuqy6UJNtf919weFFOao8qfH1/gR1rpv+80/t+Bk2ZORio26f+XqdtKmh7Jf/50spr7IF76eE7errzDLed0YjA03uSXl87OSjBjo2zsQloRbDAwA2vvK5yeOYMuxSFNYCr42B8ta55p0/SMEkXVy/ySDt0yvC99qK/3TSLPeDv1U6bvj33zXjRwGA1Z1urqcZWPnemGXeeGd5WWkPG1g5pzeuPe1Stpjl8EudjqpGdgH9VYijjk0uE175qd33SMztpk4MVcZaGIUWdaKby6oqmhe9a4RAa+M0x2hr3bYOSG0ZpPakG4ttPBH6ybFfyHCs8qYNd2PfDiBFUJFm8jt++t//+fP3m4/dcCugkjE15UH3lW4+Dq2fsiFIpbuihMqjmtHFVDg7vKRvJfWQiZ0vnXT0s2kA1e5njvwiqRVcVRks+8s/v9tx/OTBjSd03OsWPWBTcLUhrKYnV65r2Wa/HlrMoRKwWBz903eVTR3FDpHfyy8TeExHW1dfH7q7o70HO/66/Buv8JHYpexZNTiZiMfCZNsaPLQsGWJQaUzuwue80scGKSwE4bAmyHgSBwBYVGxf56uhMRptrL+7p7u9pbm1HT1CXnwTQGC1cVoidM6dvZk1OHvS+UNL0j984l4ElgUAzJ5E05O/b9N9mpWfYq1oFj9MfvfRoOM6Kgtzp1LcOEhe4Yn6AqutP/SG3Gm1kOnm8SwBxLR7m8QMc4lcAGKB312JU5KSp0+fkpDQD6l+f0bWcLGnptzJqShYpLet8K6cgqptvNpc/pyMbfHrOUU0Gs3W1tZy0SQmJk6evyXg+EaVwPalvPtRUVFzj6S/f1F7OAmqtsF8nYsS1wImV/aamJiwsLAwWjTR0dGT5x9KUNmy3TR5lsyMr414qKM+FX2vwt5pxleHhobOPRI0elF7JgiqtqEC3Yunrvqjluv8g/HKW36zypyhMfeG8Z7C6IAnUwl60TKywuPTBVUbreGxvNRZi9zlWhej/snBTdfDp8s0QoGgaoPhWJ0LZ676LNP2K0NxWltOPyglLtcSQMuNwGoDdLqp5DHFyPb5tn85o11dOOqn216jvsr7ZWxSx/g7e4qF62/HjC1JB5LgagNGm4+a4nHdEMw8bu5IfpjBie822Jd86ub0PDcRO3g3tot/lXjORF9htIfasZMnrj9fkv0aBVgbAIwUu9gY6Rk/SqnBTeeh/4VvRHZpS3tppLNfVtfYQHPiM8093/7xHz/al0+f21hDNZH+xlqq5lFFmKXvfuOgUwIDQgu70IX+jx3Da1rai1Oe2DpHNeLoLEKFu7bysd+kNNSjZqkFzQ3B1gYAMJTm+Ti6dHhKlkN4pApfqwtbvvjLZulL8jvXbvs9oAldn93QEqr97YZNtqXT5zZmf5mfu8tL9LL0dPdXxNhq/L5uyymDh4bXz4jt3CV329ZIaYf8k7JuLgAAr8LZRPlKxGeibQaQia6sPGetdd+cNEmtqu9sreynAABQ0vX+tXaDfcUKRDSKwXZlGO6TNywdpnQm25yRde9kD0SYuCbVDiAAAKRcG6Mr1z6HQvKTINS8G7+svRL4drERhMtioCPU//r1D+Y5VCZ7BQaP5FuLa8W9AkpngI22fTEXOr2vGDpEJjcQOBwOczDJ9NYFBf8+BmvxCzQKsbbxxidyO494VL7VQy9wvia+5cd/ff3N+u1n74XU8X0D+/Yn8vczMOPErlwPQ9MiFkD9UznxTae0ItqJ+KSHR7au/2nt2k3HdL2mLoQzf4RYG8JhTFCp7HdyEMY4ATdKIJNIeNzoGP9X+AU2fZzNA+BxWQwaEwEALos6hieOM7g8Ho2MwxEIROIobozC+oyGAIl4D5E2oUSkTSgRaRNKRNqEEpE2oUSkTSgRaRNKRNqEEpE2oUSkTSgRaRNKRNqEEpE2oUSkTSgRaRNKRNqEklWnjT2U5nBDUWEeeHh4rHTQ82a1aaMN5+hvljILjXw+Z8rKylY66nmz2rQRUKFqSkHLNJlRcFht2karnypqhg4K65SMubLKtPGGsh7ttUhj8n2sHZ9ZZdq43fH3jtvnslZwfS2+sMq0sVEhN+7F98wyR4fREepmZmBw3zW5ZTG7Nq4gq0sbj1Pidto6C/upMpLbE+dmraV338pSYe+G05GtQrlD2GzamC1P9a/KmkXlBeifu6QWUCXYs2a5I2Fa0l4VBATo9eEmp67YxycE3r9+RkrHvyjF7qTEeX2Hl0QevrG2g8ABgE4PadXY/hVeYWRhzKLtVVVhpt/N3Vv3qN13fWKra5Q2+26nKwmn10/5WmgLZWxktDrG8urZ3TulTBPyAhR+3nbS1DfC1d5I+0nvZFJaQ6yFWxqaBUL5GJxFG4vBHc7UFbvlUDvEBYRFFewqGo9TZXPsQWb/OJfD43bGaOooP8rBA+WFxjXH0r6BhnQfE7sCBoIAd6Irw/HR8wI8g0lhrkZtALSMuxJGYSXLVzgS+pv6yUszqYlLL7K45tOAYwDwXsVb6+sY19Gh++nV60/L6GP94WYnxDWC61s7ykNuHpa/4RYUH2V/43GxUDbxZtU2mPYosrh1dFk+k4yueOu7khI7rQsmZk88B9htQXIavi1EHgCzJTk5NqiOAbyqAJ+s1lFAaMVPNeWumWfWoRI9jeRlZc/LSMtd0Uqabsd5wWfFapKjtfF29g+untzxzdcHnMqWZnUWTpnTrvuRA+MCXZIvCSumjYBKD0ir7UV5S//wm23JB8vQIpT+BHulj7hhEVbz6WbW6Iv75x4nYSeEMgPNixVut41WOkp8v9/uQ23AJDXlRXxEbFZt/6cbWegYrftRdXxebWRFmF5bc3Pzwdlob29/nZjYlGAoOV2Ko2o++bOs44atmE4bIAiP+zE83qezEVLlLmkeW8sFaGyomzX+t1haWs7xZgkO02tjMBhds8FgTK6HxWGQhnqnS9GNwc82E3dabQipJ1B3/0ecVHcr/OQzcDxBV8n5RTMTgE6nzxr/W4aHZ1y0XGBZ4UKS3up99odDHlMWskN4TBrlI6g0BueT2W0k7Iqa18sOIf2acV6smDaE0p0R6m+rf+rbNX87qePuE5PbTVzkQ6nFRdoquXZo9VdIVlIbocrzrpbaDS0dfV3tm9evm/tVDizu60FmubmGa14rYfaUws+8tDEaYoOdouoXv2nEskDMvGXgW9kzt+9zRkodbZ7XjAlrgTpXbYzhfKuLx9Z/vUvm2vPl3y1mQXRHnDMNqOuf1QS50NVQ5sj2f/9FJX6Qyo/AloHptSE8al2IwUEpw2dB3oYKe2Uc84gTw42FSbaqN25qxAiCNg6DMtyVaCajGNIw+Z0IJc9K8XFoEx4BAB6PXOF354D0/YBgD91L4mIqTqmR5ocOnrhpnjYKrOGWmrxYW4Utuin9gt0PNTPTayOP4BpSnHSVftsuZZERbqsfUDDEBAB6nvW9K2pRgqCtKUL73MFDm378y6+3YskAADCSetcsOKuPBgAwNohtSHHQktu387x1bn38tU07TlmFZwQ9Mb/j2/f6eEK62k7dePSit79YIWbKbcDrSdLRv/Q4Fw8ACIIgAADsIlvTm7fSBKFjkcOkjpNJTSE3vtu426ueDQCtASoWQcmvx2whPOB1RN3UveJSTgFCnJrGE9TQYFWSu7FjGZM9gQAAOUtjt3H2Cq/mv3BmerZxehLsDW7erXxbirCpzTkuN8V/27JdxSuzeqVX5n4Drc9NZf2OqwE4LrR6G7rF571ZhIzdHvnw7m2zJia0uCrdDKykk/pDjA7tueRSUI8ZwZTGO13b+j/7VB38i3uE8vE2kzZWd2FeeiTqXaWRQcjxUlPT0NDUVL/jGt9N5k94s8IbyrLc8eUGy4LWtPuGzuEVb0o9RkfOy4y4NhbwGqIiS7vHABjVkQ809R5ndyGjjWFm2mqatzTUtPRDqogrGv8CEf4hQIwu13M/b1e8flvdOy27Z/X32QDAatAGyFi577kdf/77z5pJjZ9FWxtWhTYAGEvU3rXmn/IJPcLafJ4vq0MbMKueyuhYZXaLtAkZCJvL5s7SIbd6WDXaPi9E2oQSkTahRKRNKBFpE0pE2oQSkTahRKRNKBFpE0pE2oQSkTahRKRNKBFpE0pE2oQSgdOGUHqy0wsbMCOvKpLiC5uEdtzw8iJY2hAe0pvhoHRy345TNx+q7t8gdTu243PpQpsXAqdtoKUmJ0h1u4xlXc9gZweqGfeZDOqZH/PQxh6tcLmr45HVO3vSxcAcDjM5YpizNGsnrFbmqo0+kme6a+0f1/xNxnl597SmYHIfndYtFFn7JHPVxmMRe/Ofa8kclXddXm1c1jiub1wo13jhI9NqQ+iEvrrq+p5R0vgoprmyeWiCAwDAaLdRPyXjXD4lNY9O6G4s+4i6TqywzmcRfKbVxukv8jm97Yf/HDmrb3Tv1B7lSNQwAACx/uE1ifMfaWNiSpw0jk3lhIptYvuyh/+5MmMh2RGr++tf/6MX09w2OsalUwFm1DYrXC7X19fXYYGWpYoAAATQSURBVJlpbm5ezI0QLmbSxq31U5UT161kvPe3GbSxhxsj7W9PRccqpLBv8lxcroWFxZ0P0Vlqqqqqlv72CCozaUPqA9XOH9Yufv/xREZZXz8t61o5JSmH0JUZ6jQVZ//0ulW/rvuKMdO0RGalj8q+DbLR3ZzJkb4Ij9n78ubxdWftitmcxY/+RUfdUTlxdCnJyspabFDCw7Ta2Og899Mb//Ovf3y3UdGutJ8NAPThlyb7tv3w9d+/37DP4GnRYieFjaY9fOSfklW1hODx+Nmvu1qYvgHAppFGsDg8fhSLG6NzEABAuDTC4BBulDA6jMWT6YtdtrPxiX5g0ZAgzCYWTlbmO0lWmZd7BgrHAuZoR0lpXe+r9rK0rDYMpq4wL6cWzUa45L66zJT4uOSXTRiK6EvJj1kZbbg079CyVhIbWsN0JfbvEVfSVzuy+Yi8ooqKzN6d5u2EVzEWp/60VUp+/48KliEYUab8iJXR1h3uHVfbRGACrjotyl5Z1a+pMc78suq93N4iKzW/ruHhxrriPOwEJt8nMKkUL/qm6yNWRluth1dqUyMHgNlX7HP/Xikg+Y72ITEoaneYlt/rtiKlItnL9FlYamUfFi8qJqeyItomsr2D8lGvEABMUfi9cx5DrBoTS/uAEjIjS+/nveJqISU9mY+2ffnVV2vXHdTxbhgR9ZROZUW0dft6xTc2EgCARR0bRo8jXEo/DkdgAo880NRQi+onTIyim+vrG2prm17h3u09gK0M9LGOQE0WmgiPQRppjbHQUzRI/Izq/gCwMtp4TV4+Sajm+S9tQixzsb7l82bNUA6p2FLqyPofDygoBA4sbYQCz0pooxR4h2a0YHgcNjM1NTVxNlJSkkmDTaUv0hL9rK4onlZ3iE1MzET1j3MRLosxkutorCTSxg9waV6ROa04oFHHL126JDMbCgryvWWBD68qyUgc2rJx3TYxaRkZdf8iNBsAgFrmbnpJpI0PMKtC/NMKOxawmCi5ysvhrn/rB39rfProqnK0UC6ctQhWQBs5Nyw8swC9gFp9X/ZjUzXnsjfNbw61wEdZbNO6r7789YJVEOpzWQEIYEW09cWGxeblT901B3nv35mgE151t6JJb4TzmD1lsVFxCcnJsbE51djPadQQ/7SxadTX97slODShoIAMgCDcvkx7RfmrpvZ2GkcO6zk46avIH1fy6mTxOMyJUm8d3dseTQK6MPMKwxdtCEJojnt47bRjCQeAXRQV/7K4hQfApjPbEt2tbx7drxES76F+5ISse2qwjrhVFYPcW5xlf/TkrSeexSP8CFDo4Ic2hMNGBT2wtrgledd/HCDvRXZtzQAAAALsgarnTvoxOKThiZXLk4zBwYx7niXs17myK84/IrDucyr65g4fn21EVIDhBY+Uqqj01MKy1/2syGBZhMEZs3Zel4OpjV/6EKPQaLeioX8FmjJQF2OkIHlOUjOwZIgq+k5yKvyskrDaozw0JfepB2dWd7zuZ+URumvSA+sYzO64rJyyQS6rOe6+od6jzGZCW4ad5q07t29rOcZ2EkXapsLfmiSlyfPa11vOOzd8TpX15YDPDQBkINndxtmvSdSFtjj43m7jMOl0KkPUFbM4BGt+m4g5ItImlIi0CSUibULJ/wdLRzjH2lyStAAAAABJRU5ErkJggg==" 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style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a><a href="data:image/png;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a>Kejadian stokastik adalah kebolehjadian
yang hanya dapat ditentukan distribusi frekuensinya.jadi kejadian stokastik ini
tidak dapat ditentukan fungsinya dengan pasti, namun hanya berupa kisaran
fungsi yang nilainya belum dapat ditetapkan. Contoh dari kejadian stokastik
adalah jumlah daun yang berguguran setiap harinya. Helai-helai daun<span style="mso-spacerun: yes;"> </span>berguguran dari hari ke hari, namun belum
dapat dipastikan berapa jumlahnya dan fungsi seperti apa yang dapat
menggambarkan proses bergugurnya daun-daun tersebut.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Contoh lain dari kejadian
stakostik adalah:</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
1. Jumlah
penumpang bus<br />
Sebagai contoh
jumlah penumpang ketika pagi hari, mendekati jam kerja sangat banyak. Jumlah
ini akan berangsur-angsur menurun ketika jam kerja sudah dimulai dan menjelang
jam istirahat. Jumlah penumpang akan kembali naik ketika jam pulang kerja. Hal
ini berlangsung hampir setiap hari, namun tidak dapat dipastikan fungsi apa
yang mendekatinya.<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"> </span></span><br />
<br />
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span>2. Jumlah
pengunjung Grojogan Sewu<br />
Jumlah
pengunjung Grojogan Sewu akan meningkat tajam pada saat liburan sekolah maupun
weekend. Namun setiap harinya juga terdapat pengunjung yang jumlahnya tidak
menentu. Dari jumlah pengunjung ini tidak dapat ditentukan fungsi yang pasti,
namun dapat didekati dengan suatu fungsi interval yang bentuknya akan meningkat
pada saat weekend ataupun liburan.<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"> </span></span><br />
<br />
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span>3. Pengunjung
warung makan<br />
Pengunjung
warung makan akan meningkat pada saat jam-jam makan siang dan istirahat, dan
akan berangsur-angsur berkurang ketika jam makan sudah usai. Begitu seterusnya.
<br />
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="text-align: justify;">
Kejadian stokastik
ini dapat didekati dengan suatu fungsi interval yang bentuknya akan menyerupai
fungsi seperti di bawah ini, yaitu pada saat-saat tertentu mencapai nilai
maksimal sedangkan saat yang lain mencapai titik minimal.<br />
<br /></div>
<div class="MsoListParagraphCxSpLast" style="text-align: justify;">
<img alt="" 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Anggota:</div>
<ol>
<li><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span>Ana Triana<span style="mso-tab-count: 1;"> </span><span style="mso-tab-count: 1;"> </span>M0509006</li>
<li><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span>Benny Arif Pratama<span style="mso-tab-count: 1;"> </span>M0509016</li>
<li><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span>Miftahful Purnanda<span style="mso-tab-count: 1;"> </span>M0509046</li>
<li><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span>Nurindra Notarianto<span style="mso-tab-count: 1;"> </span>M0509052</li>
<li><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span>Yanuar Arief<span style="mso-tab-count: 2;"> </span>M0509078</li>
</ol>
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Anonymoushttp://www.blogger.com/profile/15249166607897243657noreply@blogger.com0tag:blogger.com,1999:blog-506874479094063776.post-20494752240516835442012-09-17T09:30:00.000-07:002012-09-17T09:32:38.836-07:00model deterministik & stokastik<!--[if !mso]>
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<br />
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Kejadian deterministic adalah kejadian yang pasti terjadi. </div>
<div class="MsoNormal">
Contoh kejadian deterministic adalah persaingan usaha
laundry di sekitar kampus UNS. Terdapat beberapa kriteria untuk mahasiswa dalam
menentukan laundry mana yang akan dipilihnya. Beberapa kriteria tersebut antara
lain: jarak laundry, pelayanan <span style="mso-spacerun: yes;"> </span>dan harga.</div>
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Langkah pertama adalah memperkirakan persebaran mahasiswa
dalam memilih laundry, dengan menggunakan gaya fisika:</div>
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<br /></div>
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<a href="http://www.blogger.com/blogger.g?blogID=506874479094063776" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=506874479094063776" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="40" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image002.gif" style="cursor: move;" width="47" /></a><img border="0" height="40" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image006.gif" style="cursor: move;" width="47" /><br />
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Dimana</div>
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F : gaya tarik pengunjung laundry</div>
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m1 : laundry1 </div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; text-align: justify;">
m2 : laundry2</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; text-align: justify;">
r = r1 + r2; dimana</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; text-align: justify;">
r1 : Jarak antara laundry1 dan laundry yang akan
dibangun</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; text-align: justify;">
r2 : Jarak antara laundry2 dan laundry yang akan
dibangun</div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 72.0pt; mso-add-space: auto; text-align: justify;">
dengan asumsi bahwa tempat laundry tersebut<span style="mso-spacerun: yes;"> </span>berada dalam satu garis lurus</div>
<div class="MsoNormal" style="margin-left: 216.0pt;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="mso-no-proof: yes;"><img height="113" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image004.jpg" width="482" /></span></div>
<div class="MsoNormal" style="margin-left: 72.0pt;">
Ada kemungkinan output yaitu</div>
<div class="MsoListParagraph" style="margin-left: 108.0pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Jika F<sub>1</sub>=F<sub>2</sub> persamaan gaya
akan menjadi</div>
<div class="MsoNormal" style="margin-left: 180.0pt;">
F<sub>1</sub>=F<sub>2</sub></div>
<div class="MsoNormal" style="margin-left: 180.0pt;">
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -8.5pt; position: relative; top: 8.5pt;"><img height="27" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image006.gif" width="33" /></span><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span>= </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -8.5pt; position: relative; top: 8.5pt;"><img height="27" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image008.gif" width="33" /></span><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"></span></div>
<div class="MsoNormal" style="margin-left: 180.0pt;">
<span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -8.5pt; position: relative; top: 8.5pt;"><img height="27" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image010.gif" width="16" /></span><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span>= </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -8.5pt; position: relative; top: 8.5pt;"><img height="27" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image012.gif" width="17" /></span><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"></span></div>
<div class="MsoNormal" style="margin-left: 42.55pt; text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>Karena
r = r1 + r2 maka r2 = r – r1</span></div>
<div class="MsoNormal" style="margin-left: 42.55pt; text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 3;"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -9.0pt; position: relative; top: 9.0pt;"><img height="30" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image014.gif" width="18" /></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span>= </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -10.5pt; position: relative; top: 10.5pt;"><img height="32" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image016.gif" width="43" /></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"></span></div>
<div class="MsoNormal" style="margin-left: 42.55pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%;"><span style="mso-tab-count: 3;"> </span></span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -5.5pt; position: relative; top: 5.5pt;"><img height="22" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image018.gif" width="90" /></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span>= </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -5.5pt; position: relative; top: 5.5pt;"><img height="22" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image020.gif" width="46" /></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"></span></div>
<div class="MsoNormal" style="margin-left: 42.55pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-tab-count: 4;"> </span></span></b><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -9.0pt; position: relative; top: 9.0pt;"><img height="30" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image022.gif" width="48" /></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">=<span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -9.0pt; position: relative; top: 9.0pt;"><img height="30" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image024.gif" width="17" /></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"></span></div>
<div class="MsoNormal" style="margin-left: 42.55pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-tab-count: 3;"> </span></span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -9.0pt; position: relative; top: 9.0pt;"><img height="28" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image026.gif" width="44" /></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span>= </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -12.0pt; position: relative; top: 12.0pt;"><img height="42" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image028.gif" width="29" /></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"></span></div>
<div class="MsoNormal" style="margin-left: 42.55pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-tab-count: 3;"> </span>r1 = </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -20.5pt; position: relative; top: 20.5pt;"><img height="43" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image030.gif" width="52" /></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"></span></div>
<div class="MsoListParagraph" style="margin-left: 108.0pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Jika F<sub>1</sub> <span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -4.5pt; position: relative; top: 4.5pt;"><img height="20" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image032.gif" width="11" /></span><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span>F<sub>2</sub> persamaan gaya akan menjadi</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -11.5pt; position: relative; top: 11.5pt;"><img height="40" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image034.gif" width="47" /></span><span style="font-size: 16.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -7.0pt; position: relative; top: 7.0pt;"><img height="29" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image036.gif" width="16" /></span><span style="font-size: 16.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -11.5pt; position: relative; top: 11.5pt;"><img height="40" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image038.gif" width="47" /></span><span style="font-size: 16.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -11.5pt; position: relative; top: 11.5pt;"><img height="40" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image040.gif" width="24" /></span><span style="font-size: 16.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -7.0pt; position: relative; top: 7.0pt;"><img height="29" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image036.gif" width="16" /></span><span style="font-size: 16.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -11.5pt; position: relative; top: 11.5pt;"><img height="40" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image042.gif" width="25" /></span><span style="font-size: 16.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"></span></div>
<div class="MsoNormal" style="margin-left: 42.55pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 3;"> </span><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -11.5pt; position: relative; top: 11.5pt;"><img height="40" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image040.gif" width="24" /></span><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -7.0pt; position: relative; top: 7.0pt;"><img height="29" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image036.gif" width="16" /></span><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -14.5pt; position: relative; top: 14.5pt;"><img height="43" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image044.gif" width="58" /></span><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"></span></div>
<div class="MsoNormal" style="margin-left: 42.55pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%;"><span style="mso-tab-count: 3;"> </span></span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -6.0pt; position: relative; top: 6.0pt;"><img height="25" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image046.gif" width="105" /></span><span style="font-family: "Cambria Math","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -5.5pt; position: relative; top: 5.5pt;"><img height="25" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image048.gif" width="14" /></span><span style="font-family: "Cambria Math","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -5.5pt; position: relative; top: 5.5pt;"><img height="25" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image050.gif" width="54" /></span><span style="font-family: "Cambria Math","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"></span></div>
<div class="MsoNormal" style="margin-left: 42.55pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria Math","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-tab-count: 4;"> </span></span></b><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -10.0pt; position: relative; top: 10.0pt;"><img height="35" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image052.gif" width="56" /></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria Math","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span></span></b><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -5.5pt; position: relative; top: 5.5pt;"><img height="25" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image048.gif" width="14" /></span><span style="font-family: "Cambria Math","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -10.0pt; position: relative; top: 10.0pt;"><img height="35" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image054.gif" width="20" /></span><span style="font-family: "Cambria Math","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"></span></div>
<div class="MsoNormal" style="margin-left: 42.55pt; text-align: justify;">
<span style="font-family: "Cambria Math","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-tab-count: 3;"> </span><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -10.0pt; position: relative; top: 10.0pt;"><img height="33" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image056.gif" width="51" /></span><span style="font-family: "Cambria Math","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -5.5pt; position: relative; top: 5.5pt;"><img height="25" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image048.gif" width="14" /></span><span style="font-family: "Cambria Math","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -13.5pt; position: relative; top: 13.5pt;"><img height="49" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image058.gif" width="34" /></span><span style="font-family: "Cambria Math","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"></span></div>
<div class="MsoNormal" style="margin-left: 42.55pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-tab-count: 3;"> </span><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;">
</span>r1 </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -7.0pt; position: relative; top: 7.0pt;"><img height="29" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image060.gif" width="16" /></span><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -27.0pt; position: relative; top: 27.0pt;"><img height="58" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image062.gif" width="71" /></span><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"></span></div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: 108.0pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Jika F<sub>1</sub> < F<sub>2 </sub>persamaan
gaya akan menjadi</div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 108.0pt; mso-add-space: auto; text-align: center;">
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -9.0pt; position: relative; top: 9.0pt;"><img height="30" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image064.gif" width="35" /></span><i style="mso-bidi-font-style: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;"><span style="mso-spacerun: yes;"> </span></span></i><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -5.5pt; position: relative; top: 5.5pt;"><img height="22" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image066.gif" width="12" /></span><i style="mso-bidi-font-style: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;"><span style="mso-spacerun: yes;"> </span></span></i><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -9.0pt; position: relative; top: 9.0pt;"><img height="30" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image068.gif" width="35" /></span><i style="mso-bidi-font-style: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;"></span></i></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 108.0pt; mso-add-space: auto; text-align: center;">
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -9.0pt; position: relative; top: 9.0pt;"><img height="30" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image014.gif" width="18" /></span><i style="mso-bidi-font-style: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;"><span style="mso-spacerun: yes;"> </span></span></i><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -5.5pt; position: relative; top: 5.5pt;"><img height="22" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image066.gif" width="12" /></span><i style="mso-bidi-font-style: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;"><span style="mso-spacerun: yes;"> </span></span></i><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -9.0pt; position: relative; top: 9.0pt;"><img height="30" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image070.gif" width="19" /></span><i style="mso-bidi-font-style: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;"></span></i></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 108.0pt; mso-add-space: auto; text-align: justify;">
<i style="mso-bidi-font-style: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;"><span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 3;"> </span><span style="mso-spacerun: yes;"> </span></span></i><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -9.0pt; position: relative; top: 9.0pt;"><img height="30" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image014.gif" width="18" /></span><i style="mso-bidi-font-style: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;"><span style="mso-spacerun: yes;"> </span></span></i><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -5.5pt; position: relative; top: 5.5pt;"><img height="22" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image066.gif" width="12" /></span><i style="mso-bidi-font-style: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;"><span style="mso-spacerun: yes;"> </span></span></i><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -10.5pt; position: relative; top: 10.5pt;"><img height="32" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image072.gif" width="41" /></span><i style="mso-bidi-font-style: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;"></span></i></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 108.0pt; mso-add-space: auto; text-align: justify;">
<i style="mso-bidi-font-style: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;"><span style="mso-tab-count: 3;"> </span></span></i><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -5.5pt; position: relative; top: 5.5pt;"><img height="22" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image074.gif" width="87" /></span><i style="mso-bidi-font-style: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;"><span style="mso-spacerun: yes;"> </span></span></i><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -5.5pt; position: relative; top: 5.5pt;"><img height="22" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image066.gif" width="12" /></span><i style="mso-bidi-font-style: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;"><span style="mso-spacerun: yes;"> </span></span></i><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -5.5pt; position: relative; top: 5.5pt;"><img height="22" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image020.gif" width="46" /></span><i style="mso-bidi-font-style: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;"></span></i></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 108.0pt; mso-add-space: auto; text-align: justify;">
<i style="mso-bidi-font-style: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;"><span style="mso-tab-count: 4;"> </span></span></i><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -9.0pt; position: relative; top: 9.0pt;"><img height="30" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image076.gif" width="46" /></span><i style="mso-bidi-font-style: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;"><span style="mso-spacerun: yes;"> </span></span></i><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -5.5pt; position: relative; top: 5.5pt;"><img height="22" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image066.gif" width="12" /></span><i style="mso-bidi-font-style: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;"><span style="mso-spacerun: yes;">
</span></span></i><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -9.0pt; position: relative; top: 9.0pt;"><img height="30" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image024.gif" width="17" /></span><i style="mso-bidi-font-style: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;"></span></i></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 108.0pt; mso-add-space: auto; text-align: justify;">
<i style="mso-bidi-font-style: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;"><span style="mso-tab-count: 3;"> </span><span style="mso-spacerun: yes;"> </span></span></i><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -9.0pt; position: relative; top: 9.0pt;"><img height="28" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image078.gif" width="41" /></span><i style="mso-bidi-font-style: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;"><span style="mso-spacerun: yes;"> </span></span></i><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -5.5pt; position: relative; top: 5.5pt;"><img height="22" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image066.gif" width="12" /></span><i style="mso-bidi-font-style: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;"><span style="mso-spacerun: yes;"> </span></span></i><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -12.0pt; position: relative; top: 12.0pt;"><img height="42" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image028.gif" width="29" /></span><i style="mso-bidi-font-style: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;"></span></i></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 108.0pt; mso-add-space: auto; text-align: justify;">
<i style="mso-bidi-font-style: normal;"><span style="font-family: "Cambria","serif"; font-size: 16.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;"><span style="mso-tab-count: 4;"> </span><span style="mso-spacerun: yes;"> </span></span></i><i style="mso-bidi-font-style: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;"><span style="mso-spacerun: yes;">
</span>r1 </span></i><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -5.5pt; position: relative; top: 5.5pt;"><img height="22" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image080.gif" width="12" /></span><i style="mso-bidi-font-style: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;"><span style="mso-spacerun: yes;"> </span></span></i><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -20.5pt; position: relative; top: 20.5pt;"><img height="43" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image030.gif" width="52" /></span><i style="mso-bidi-font-style: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;"></span></i></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Kejadian stokastik adalah kebolehjadian yang hanya dapat
ditentukan distribusi frekuensinya.jadi kejadian stokastik ini tidak dapat
ditentukan fungsinya dengan pasti, namun hanya berupa kisaran fungsi yang
nilainya belum dapat ditetapkan. Contoh dari kejadian stokastik adalah jumlah
daun yang berguguran setiap harinya. Helai-helai daun<span style="mso-spacerun: yes;"> </span>berguguran dari hari ke hari, namun belum
dapat dipastikan berapa jumlahnya dan fungsi seperti apa yang dapat
menggambarkan proses bergugurnya daun-daun tersebut.</div>
<div class="MsoNormal">
Contoh lain dari kejadian stakostik adalah:</div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l2 level1 lfo1; text-indent: -18.0pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Jumlah penumpang bus</div>
<div class="MsoListParagraphCxSpMiddle">
Sebagai contoh jumlah penumpang ketika pagi
hari, mendekati jam kerja sangat banyak. Jumlah ini akan berangsur-angsur
menurun ketika jam kerja sudah dimulai dan menjelang jam istirahat. Jumlah
penumpang akan kembali naik ketika jam pulang kerja. Hal ini berlangsung hampir
setiap hari, namun tidak dapat dipastikan fungsi apa yang mendekatinya.</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l2 level1 lfo1; text-indent: -18.0pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Jumlah pengunjung Grojogan Sewu</div>
<div class="MsoListParagraphCxSpMiddle">
Jumlah pengunjung Grojogan Sewu akan
meningkat tajam pada saat liburan sekolah maupun weekend. Namun setiap harinya
juga terdapat pengunjung yang jumlahnya tidak menentu. Dari jumlah pengunjung
ini tidak dapat ditentukan fungsi yang pasti, namun dapat didekati dengan suatu
fungsi interval yang bentuknya akan meningkat pada saat weekend ataupun
liburan.</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l2 level1 lfo1; text-indent: -18.0pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Pengunjung warung makan</div>
<div class="MsoListParagraphCxSpMiddle">
Pengunjung warung makan akan meningkat pada
saat jam-jam makan siang dan istirahat, dan akan berangsur-angsur berkurang
ketika jam makan sudah usai. Begitu seterusnya.</div>
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<br /></div>
<div class="MsoListParagraphCxSpLast">
<a href="http://www.blogger.com/blogger.g?blogID=506874479094063776" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=506874479094063776" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="40" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image002.gif" style="cursor: move;" width="47" /></a><img border="0" height="40" src="file:///C:%5CUsers%5CBEN%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image006.gif" style="cursor: move;" width="47" /><a href="http://www.blogger.com/blogger.g?blogID=506874479094063776" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a>Kejadian stokastik ini dapat didekati dengan
suatu fungsi interval yang bentuknya akan menyerupai fungsi seperti di bawah
ini, yaitu pada saat-saat tertentu mencapai nilai maksimal sedangkan saat yang
lain mencapai titik minimal.</div>
<div class="MsoNormal">
<img alt="" height="194" src="data:image/png;base64,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" width="320" /></div>
<div class="MsoNormal">
Anggota:</div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo3; text-indent: -18.0pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Ana Triana<span style="mso-tab-count: 1;"> </span><span style="mso-tab-count: 1;"> </span>M0509006</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo3; text-indent: -18.0pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Benny Arif Pratama<span style="mso-tab-count: 1;"> </span>M0509016</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo3; text-indent: -18.0pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Miftahful Purnanda<span style="mso-tab-count: 1;"> </span>M0509046</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo3; text-indent: -18.0pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Nurindra Notarianto<span style="mso-tab-count: 1;"> </span>M0509052</div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo3; text-indent: -18.0pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Yanuar Arief<span style="mso-tab-count: 2;"> </span>M0509078</div>
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