Question: a what is the probability a customer will take less than 2 mins? b. what is the probability that a customer will take more that

a what is the probability a customer will take
a what is the probability a customer will take less than 2 mins?
b. what is the probability that a customer will take more that 4 mins ?
Wingard Credit Union is redesigning the entryway into its bank of ATM machines. Management is interested in understanding how long customers spend in front of the ATMs. Customer service times follow an Exponential distribution, with an average customer taking 3.9 minutes to complete a transaction. Calculate the probability that a customer will take less than two minutes. Additionally, calculate the probability that a customer will take more than 4 minutes. The probability that a customer will take less than two minutes is \%. (Enter your response rounded to one decimal place.) Wingard Credit Union is redesigning the entryway into its bank of ATM machines. Management is interested in understanding how long customers spend in front of the ATMs. Customer service times follow an Exponential distribution, with an average customer taking 3.9 minutes to complete a transaction. Calculate the probability that a customer will take less than two minutes. Additionally, calculate the probability that a customer will take more than 4 minutes. The probability that a customer will take less than two minutes is \%. (Enter your response rounded to one decimal place.)

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