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9_28_11

# 9_28_11 - Poisson Distribution Review of Chapter 3...

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Poisson Distribution, Review of Chapter 3 Instructor: Andrew Liu September 28, 2011 Textbook section: 3-9

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What Distributions are the Following Random Variables? 1 Out of 100 calls to GEICO, the number of phone calls that are related to car accidents. (There are calls related to membership or other different claims.) Textbook section: 3-9
What Distributions are the Following Random Variables? 1 Out of 100 calls to GEICO, the number of phone calls that are related to car accidents. (There are calls related to membership or other different claims.) 2 Suppose that you’re an agent at GEICO, the number of phone calls you receive in one day till the first call that is from a female caller. Textbook section: 3-9

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What Distributions are the Following Random Variables? 1 Out of 100 calls to GEICO, the number of phone calls that are related to car accidents. (There are calls related to membership or other different claims.) 2 Suppose that you’re an agent at GEICO, the number of phone calls you receive in one day till the first call that is from a female caller. 3 The number of phone calls to GEICO in a day. Textbook section: 3-9
What Distributions are the Following Random Variables? 1 Out of 100 calls to GEICO, the number of phone calls that are related to car accidents. (There are calls related to membership or other different claims.) 2 Suppose that you’re an agent at GEICO, the number of phone calls you receive in one day till the first call that is from a female caller. 3 The number of phone calls to GEICO in a day. 4 Suppose that for Junior students at Purdue, each one has the same probability of taking IE 230. In a class of IE230 with 150 students, the number of Junior students. Textbook section: 3-9

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What Distributions are the Following Random Variables? 1 Out of 100 calls to GEICO, the number of phone calls that are related to car accidents. (There are calls related to membership or other different claims.) 2 Suppose that you’re an agent at GEICO, the number of phone calls you receive in one day till the first call that is from a female caller. 3 The number of phone calls to GEICO in a day. 4 Suppose that for Junior students at Purdue, each one has the same probability of taking IE 230. In a class of IE230 with 150 students, the number of Junior students.
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