Suppose that on average a customer arrives at a gas pump every 5 minutes. Assuming that customer arrivals are independent and random, what is the probability that no customers arrive during the next 10 minutes? 0.6353 1.9 x 10-22 0.1353 0.8647

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Suppose that on average a customer arrives at a gas pump every 5 minutes. Assuming that customer arrivals are
independent and random, what is the probability that no customers arrive during the next 10 minutes?
0.6353
1.9 x 10-22
0.1353
0.8647
Transcribed Image Text:Suppose that on average a customer arrives at a gas pump every 5 minutes. Assuming that customer arrivals are independent and random, what is the probability that no customers arrive during the next 10 minutes? 0.6353 1.9 x 10-22 0.1353 0.8647
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