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A production process produces 10 percent defective items. Describe the sampling distribution of the proportion of defectives for a simple random sample of n = 50. Is the distribution approximately normal? ______________ What is the mean? ______________ What is the standard deviation? ______________ What is the likelihood of encountering a sample proportion within A production process produces 10 percent defective items. Describe the sampling distribution of the proportion of defectives for a simple random sample of n = 50. Is the distribution approximately normal? ______________ What is the mean? ______________ What is the standard deviation? ______________ What is the likelihood of encountering a sample proportion within   0.03 of the population proportion? ______________ If the production process is shut down whenever a sample proportion of defectives exceeds 0.05, what is the likelihood of this happening? ______________ 0.03 of the population proportion? ______________ If the production process is shut down whenever a sample proportion of defectives exceeds 0.05, what is the likelihood of this happening? ______________

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Yes; 0.10;...

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As the sample size increases, the standard error of the sample proportion decreases.

A) True
B) False

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