On average, the drive-up window at Dann's Doughnuts serves 16 customers between 3:00pm and 4:00pm. a) What is the probability of exactly 10 drive-up customers between 3:00pm and 4:00pm [three decimal accuracy] b) What is the probability of fewer than 10 drive-up customers between 3:00pm and 4:00pm [three decimal accuracy] c) What is the probability of at least 10 drive-up customers between 3:00pm and 4:00pm [three decimal accuracy]
On average, the drive-up window at Dann's Doughnuts serves 16 customers between 3:00pm and 4:00pm. a) What is the probability of exactly 10 drive-up customers between 3:00pm and 4:00pm [three decimal accuracy] b) What is the probability of fewer than 10 drive-up customers between 3:00pm and 4:00pm [three decimal accuracy] c) What is the probability of at least 10 drive-up customers between 3:00pm and 4:00pm [three decimal accuracy]
Chapter8: Sequences, Series,and Probability
Section8.7: Probability
Problem 11ECP: A manufacturer has determined that a machine averages one faulty unit for every 500 it produces....
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![On average, the drive-up window at Dann's Doughnuts serves 16 customers between 3:00pm and 4:00pm.
a) What is the probability of exactly 10 drive-up customers between 3:00pm and 4:00pm
[three decimal accuracy]
b) What is the probability of fewer than 10 drive-up customers between 3:00pm and 4:00pm
[three decimal accuracy]
c) What is the probability of at least 10 drive-up customers between 3:00pm and 4:00pm
[three decimal accuracy]](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F4b24a56a-59b5-4400-9145-a5a229f872e1%2F8f09408e-2af9-42e4-a6a8-f6b25ba84abe%2F4ahyjun_processed.png&w=3840&q=75)
Transcribed Image Text:On average, the drive-up window at Dann's Doughnuts serves 16 customers between 3:00pm and 4:00pm.
a) What is the probability of exactly 10 drive-up customers between 3:00pm and 4:00pm
[three decimal accuracy]
b) What is the probability of fewer than 10 drive-up customers between 3:00pm and 4:00pm
[three decimal accuracy]
c) What is the probability of at least 10 drive-up customers between 3:00pm and 4:00pm
[three decimal accuracy]
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