(a) Use Excels Data Analysis > Random Numbers to

generate 100 Poisson-distributed random numbers with a mean of _ = 4. (b)

Make a histogram of your sample and assess its shape. (c) Calculate descriptive

statistics. Are the sample mean and standard deviation close to their intended

values _ = 4 and _ = __ = _4 = 2? (d) Use a z test

to compare the sample mean to the desired mean. Note: Use z

instead of t because the hypothesized mean _ = 0.5000 and standard

deviation _ = 0.2887 are known. (e) What would happen if 100 statistics

students performed similar experiments, assuming that

»

(a) Use Excels Data Analysis > Random Numbers to

generate 100 Poisson-distributed random numbers with a mean of _ = 4. (b)

Make a histogram of your sample and assess its shape. (c) Calculate descriptive

statistics. Are the sample mean and standard deviation close to their intended

values _ = 4 and _ = __ = _4 = 2? (d) Use a z test

to compare the sample mean to the desired mean. Note: Use z

instead of t because the hypothesized mean _ = 0.5000 and standard

deviation _ = 0.2887 are known. (e) What would happen if 100 statistics

students performed similar experiments, assuming that Excels random number

generator is working correctly?

»

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