A fast-food restaurant takes orders by phone and then prepares the food. The time required to process the phone orders is normally distributed with a mean of 5 minutes and a standard deviation of 1.5 minutes. The time it takes to get the food ready is normally distributed with a mean of 18 minutes and a standard deviation of 5.2 minutes. a. What is the mean for the total time to process a phone order and get the food ready at this restaurant? b. What is the standard deviation for the total time to process a phone order and get the food ready at this restaurant? c. What is the probability that this restaurant takes a total of less than 20 minutes to complete an order?
A fast-food restaurant takes orders by phone and then prepares the food. The time required to process the phone orders is
a. What is the mean for the total time to process a phone order and get the food ready at this restaurant?
b. What is the standard deviation for the total time to process a phone order and get the food ready at this restaurant?
c. What is the probability that this restaurant takes a total of less than 20 minutes to complete an order?
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