1)Suppose the probability of a customer placing an order at a
pizza place for a pepperoni pizza is 0.6, and for something else
with probability 0.4. We assume if a customer calls the pizza
place, he orders something, and that all incoming calls are
indepen- dent. What is the probability that the pizza place will
get the first pepperoni pizza order on the 4th call of the
day?
2)Using the accompanying normal table, find the following probabil-
ities for a standard normal distribution.
(a) P(Z>0)
(b) P(−2<Z<2)
(c) P(−1.6<Z<1.8)
3) Using the accompanying normal table, find the z-value such
that
(a) P(Z>z)=0.05
(b) P(−z<Z<z)=0.99
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