January 14, 2022 Exercice 6 : (a) Produce a population of size N = 100 with a variable y coming from a Poisson distribution with parameter 1 = 9250. (b) Using samples of size n = 10 without replacement, select 1500 single random samples repeatedly from the population obtained in . (c) Calculate the mean of y for each of the 1500 samples. (d) Display the sample means, and produce an empirical sampling distribution of the mean y for samples of size n = 10. (e) Describe the form of the empirical sampling distribution. Does she seem normal? Why or why not? (f) Calculate the standard deviation of the sample means produced. How does it compare to the theoretical value