A mid-sized accounting firm is sending one of their auditors out to a client in the morning just in time for an evening meeting. They look into flights out of Philadelphia International Airport that will be a straight flight to Atlanta, Georgia. They presently have a flight with Delta that would arrive in 2 hours and 10 minutes. This is the expected flight time and their standard deviation for all of their flights is 30 minutes. If the flight is over 3 hours long, the auditor will miss this important meeting. What is the probability that this auditor will be late for the meeting due to the flight? Would this be a reliable flight to take for the auditor?

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A mid-sized accounting firm is sending one of their auditors out to a client in the morning just in time for an evening
meeting. They look into flights out of Philadelphia International Airport that will be a straight flight to Atlanta, Georgia. They
presently have a flight with Delta that would arrive in 2 hours and 10 minutes. This is the expected flight time and their
standard deviation for all of their flights is 30 minutes. If the flight is over 3 hours long, the auditor will miss this important
meeting. What is the probability that this auditor will be late for the meeting due to the flight? Would this be a reliable flight
to take for the auditor?
Transcribed Image Text:A mid-sized accounting firm is sending one of their auditors out to a client in the morning just in time for an evening meeting. They look into flights out of Philadelphia International Airport that will be a straight flight to Atlanta, Georgia. They presently have a flight with Delta that would arrive in 2 hours and 10 minutes. This is the expected flight time and their standard deviation for all of their flights is 30 minutes. If the flight is over 3 hours long, the auditor will miss this important meeting. What is the probability that this auditor will be late for the meeting due to the flight? Would this be a reliable flight to take for the auditor?
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