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 <titleInfo>
  <title>PELUANG PADA PENDISTRIBUSIAN N BOLA KE DALAM M KOTAK</title>
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 <name type="Personal Name" authority="">
  <namePart>IDHAM KASYFI MULINSKY</namePart>
  <role>
   <roleTerm type="text">Primary Author</roleTerm>
  </role>
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 <typeOfResource manuscript="no" collection="yes">mixed material</typeOfResource>
 <genre authority="marcgt">bibliography</genre>
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  <place>
   <placeTerm type="text">Banda Aceh</placeTerm>
   <publisher>FAKULTAS MATEMATIKA DAN ILMU PENGETAHUAN ALAM UNIVERSITAS SYIAH KUALA</publisher>
   <dateIssued>2018</dateIssued>
  </place>
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  <languageTerm type="code">id</languageTerm>
  <languageTerm type="text">Indonesia</languageTerm>
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 <note>Pendistribusian n bola yang identik ke dalam m kotak berlabel dapat diaplikasikan pada konsep peluang, yaitu menentukan peluang terdapat setidaknya satu kotak yang memiliki k bola atau lebih. Pada penelitian ini akan dibentuk formula umum peluang terdapat setidaknya satu kotak yang memiliki k bola atau lebih. Dari hasil yang didapat,formula berlaku untuk semua bilangan bulat positif m, n dan k dengan k?n.&#13;
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Katakunci: Peluang, Pigeonhole Principle.&#13;
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Distribution of n identical balls into m labelled boxes can be applied to probability, which is to determine the probability of at least one box has k or more balls. In this study a general formula of the probability of at least one box that has k or more balls will be formed. From the results, it was found that the formula applies to all positive integers m, n and k with k?n.&#13;
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Keywords: Probability, Pigeonhole Principle.</note>
 <subject authority="">
  <topic>SPORTS</topic>
 </subject>
 <classification>1</classification>
 <identifier type="isbn"></identifier>
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  <physicalLocation>ELECTRONIC THESES AND DISSERTATION Universitas Syiah Kuala</physicalLocation>
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 <recordCreationDate encoding="w3cdtf">2019-03-16 08:48:01</recordCreationDate>
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