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You are the manager of the local Burger King branch in your town.
You know that 89.7% of the orders in Burger are filled correctly in a given year. You just received 10 orders from various customers.
A) What is the probability that none of these orders (i, e, 10) will be filled correctly?
(b) What is the probability that all of these orders (i, e, 10) will be filled correctly ?
(C) What is the probability that at most 7 of these orders will be filled correctly ?
(d) Calculate the mean and standard deviation of the number of orders that you would expect to be filled correctly.
E) Suppose that 1000 orders were filled correctly in the recent period. What is the probability that the next order will be filled correctly?
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