Question
In: Statistics and Probability
Your flight has been delayed: At Denver International Airport, 84% of recent flights have arrived on...
Your flight has been delayed: At Denver International Airport, 84% of recent flights have arrived on time. A sample of 14 flights is studied. Round the probabilities to four decimal places.
(a) Find the probability that all
14 of the flights were on time
(b) Find the probability that exactly
12 of the flights were on time.
(c) Find the probability that
12 or more of the flights were on time.
(d) Would it be unusual for
13 or more of the flights to be on time?
It would/would not be unusual for 13 or more flights to be on time since the probability is ________
Solutions
orchestra answered 1 year agoRelated Solutions
About 24% of flights departing from New York's John F. Kennedy International Airport were delayed in...
About 24% of flights departing from New York's John F. Kennedy International Airport were delayed in 2009. Assuming that the chance of a flight being delayed has stayed constant at 24%, we are interested in finding the probability of 10 out of the next 100 departing flights being delayed. Noting that if one flight is delayed, the next flight is more likely to be delayed, which of the following statements is correct? .
(A) We can use the geometric distribution...
You are a frequent flyer and you have been wondering whether the number of flights delayed...
You are a frequent flyer and you have been wondering whether the
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delayed flights and the total number of flights on the airport at
your hometown on 20 consecutive days and the data are presented
below:
Day
Total Number of Flight
Number of Flights Delayed
1
490
42
2
494
47
3
510
60
4...
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A certain flight arrives on time 84 percent of the time. Suppose 167 flights are randomly...
A certain flight arrives on time 84 percent of the time. Suppose
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(c) fewer than 144 flights are on time.
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You have been asked to conduct research on behalf of the Adelaide Airport. Adelaide Airport has...
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Part 1. About 24% of flights departing from New York's John F. Kennedy International Airport were...
Part 1.
About 24% of flights departing from New York's John F. Kennedy
International Airport were delayed in 2009. Assuming that the
chance of a flight being delayed has stayed constant at 24%, we are
interested in finding the probability of 10 out of the next 100
departing flights being delayed. Noting that if one flight is
delayed, the next flight is more likely to be delayed, which of the
following statements is correct?
We can use the geometric distribution...
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