Describe the key differen ce between the binomial distribution and the hypergeome tric distribution. the hypergeometric distribution involves counting successes in a specific number of trials; the binomial distribution involves waiting time until success the binomial distribution involves counting successes in a specific number of trials; the hypergeometric distribution involves waiting time until success the binomial distribution involves independent trials; the hypergeometric distribution involves dependent trials the binomial distribution involves depen dent trials; the hypergeometric distribu tion involves independent trials

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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Describe the key differen ce between the binomial distribution and the hypergeometric distribution.
the hypergeometric distribution involves counting successes in a specific number of trials; the binomial
distribution in volves waiting time until success
the binomial distribution involves counting successes in a specific number of trials; the hypergeometric
distribution involves waiting time until success
the binomial distribution involves independent trials; the hypergeometric distribution involves dependent
trials
the binomial distribution involves depen dent trials; the hypergeometric distribu tion involves independent
trials
%
&
5
Transcribed Image Text:Describe the key differen ce between the binomial distribution and the hypergeometric distribution. the hypergeometric distribution involves counting successes in a specific number of trials; the binomial distribution in volves waiting time until success the binomial distribution involves counting successes in a specific number of trials; the hypergeometric distribution involves waiting time until success the binomial distribution involves independent trials; the hypergeometric distribution involves dependent trials the binomial distribution involves depen dent trials; the hypergeometric distribu tion involves independent trials % & 5
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