If p= 1.2% and n = 500, is the Poisson distribution a reasonable approximation of the binomial distribution? O yes no What is the mean of this binomial distribution (and the mean of the Poisson distribution used to approximate it)? What is the actual standard deviation of this binomial distribution? What is the standard deviation of the (approximate) Poisson distribution? Are these values in reasonable agreement? O yes no

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.5: Comparing Sets Of Data
Problem 13PPS
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If p = 1.2% and n = 500, is the Poisson distribution a
reasonable approximation of the binomial distribution?
yes
no
What is the mean of this binomial distribution (and the
mean of the Poisson distribution used to approximate it)?
What is the actual standard deviation of this binomial
distribution?
What is the standard deviation of the (approximate) Poisson
distribution?
Are these values in reasonable agreement?
yes
no
Transcribed Image Text:If p = 1.2% and n = 500, is the Poisson distribution a reasonable approximation of the binomial distribution? yes no What is the mean of this binomial distribution (and the mean of the Poisson distribution used to approximate it)? What is the actual standard deviation of this binomial distribution? What is the standard deviation of the (approximate) Poisson distribution? Are these values in reasonable agreement? yes no
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