Falcon Air is a small commuter airline. It uses a type of plane that has only 9 passenger seats. Past records indicate that 30% of people making a reservation do not show up for the flight. Therefore, Falcon Air decides to accept up to 12 reservations. Assume that all reservations are independent; that is, each reservation is for one person, and these reservations are made independent of one another. Supnose that 10

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What is the probability that all passengers holding a reservation will have a seat and
there will be no empty seats on the plane?
O 0.168
O0.159
O 0.231
O0.240
Transcribed Image Text:What is the probability that all passengers holding a reservation will have a seat and there will be no empty seats on the plane? O 0.168 O0.159 O 0.231 O0.240
(Chapter 5) Falcon Air
Falcon Air is a small commuter airline. It uses a type of plane that has only 9
passenger seats. Past records indicate that 30% of people making a reservation do
not show up for the flight. Therefore, Falcon Air decides to accept up to 12
reservations.
Assume that all reservations are independent; that is, each reservation is for one
person, and these reservations are made independent of one another.
Suppose that 12 reservations are confirmed for a flight. Answer the following
questions based on the information given.
What is the probability that there will be two or more empty seats on the plane?
O0.118
O 0.159
O 0.507
0.276
What is the probability that at least one passenger holding a reservation will not
have a seat?
O 0.168
O0.085
O 0.253
O 0.240
Transcribed Image Text:(Chapter 5) Falcon Air Falcon Air is a small commuter airline. It uses a type of plane that has only 9 passenger seats. Past records indicate that 30% of people making a reservation do not show up for the flight. Therefore, Falcon Air decides to accept up to 12 reservations. Assume that all reservations are independent; that is, each reservation is for one person, and these reservations are made independent of one another. Suppose that 12 reservations are confirmed for a flight. Answer the following questions based on the information given. What is the probability that there will be two or more empty seats on the plane? O0.118 O 0.159 O 0.507 0.276 What is the probability that at least one passenger holding a reservation will not have a seat? O 0.168 O0.085 O 0.253 O 0.240
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