Question: a. Use software to draw five random samples, each of size n = 25, from an actual normal probability distribution with mean 0 and standard

a. Use software to draw five random samples, each of size n = 25, from an actual normal probability with mean 0 and standard deviation 1. Create a normal probability plot and histogram for each “sample.”
b. Use software to draw five random samples, each of size n = 50, from an actual normal probability with mean 0 and standard deviation 1. Create a normal probability plot and histogram for each “sample.”
c. Describe how changing sample size impacts our ability to determine if a sample is truly from a normal
d. Use software to draw six random samples, each of size n = 50, from an actual normal probability Use means of –20 and 15 and standard deviations of 0.1, 3, and 300. Create a normal probability plot and histogram for each “sample.” Explain why the mean and standard deviation of a population do not impact the normal probability plots.

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