Question
The arrival at the information counter of your bank branch follows a Poisson process with an average of two customers every five minutes. The probability
The arrival at the information counter of your bank branch follows a Poisson process with an average of two customers every five minutes.
The probability that exactly six customers will arrive in a five-minute period is a) between 16% and 18
b) Between 19% and 21%.
c) Between 4% and 6%.
d) between 1% and 3%
The probability that four or fewer clients will arrive in a ten-minute period is
a) between 17% and 20%
b) between 13% and 16
c) between 56% and 59
d) between 60% and 63
If twelve clients arrived in the first five minutes, the expected number of clients arriving in fifteen minutes (three successive five-minute periods) is
a) between 9 and 14
b) between 5 and 8
c) between 15 and 20
d)between 1 and 4
The average elapsed time between two consecutive clients in minutes is
a) between 7 and 8
b) between 9 and 10
c) between 4 and 6
d) between 1 and 3
The probability that two to three clients will arrive in a ten-minute period is
a) between 25% and 28
b) between 21% and 24
c) Between 33% and 36%.
d) between 29% and 32%.
The expected number of customers arriving during three minutes (three successive one-minute periods) is
a) between 4 and 6
b) between 11 and 14
c) 1 to 3
d) between 7 and 10
The standard deviation of the number of customers arriving during three minutes (three successive one-minute periods) is
a) between 5 and 6.5
b) between 7 and 8.5
c) between 3 and 4.5
d)1 to 2.5
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