Suppose that the number of customers entering a coffee-shop in a day, follows at least
approximately a Poisson distribution with mean 60. By advertising his coffee in a local
newspaper the owner of the shop hopes to increase the number of his customers to
about 62.
(a) Write down the appropriate null and alternative hypothesis.
(b) If the number of customers on 90 randomly selected days averages to 69.4, use
the central limit theorem to test the hypothesis in part (a). Take = 0:05.
Comments
Leave a comment