If a sample of 100 people is chosen from a town of​ 100,000 people without​ replacement, is it reasonable to assume that events are​ independent? Why? A. No. Because the sample size is more than​ 5% of the population​ size, it is not reasonable to treat the events as independent. B. Yes. Because the sample size is less than​ 5% of the population​ size, it is reasonable to treat the events as independent. C. No. Because people are chosen without​ replacement, then events will be dependent. Assuming independence will make a significant different in the probabilities. D. Yes. Because people are chosen without​ replacement, then the events are technically independent anyway.

Q: A psychology class consists of 36 males and 48 females. If the professor selects names from the…

A: Given, A psychology class consist of 36 males and 48 females. and professor select names from the…

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A: Introduction :-

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Q: G. Which of the following situations will result in probability or non-probability sampling? 1.…

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Q: If A and B are two events of a sample space then p(A)=0.2 and p(B)=0.6 a d p(A/B)=0.5 then P(A/B)=

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