Asked by sha
1)what is the probability that a seven-digit phone number has one or more repeated digits?
2) five letters, with repetition allowed, are selected from the alphabet. what is the probability that none is repeated?
2) five letters, with repetition allowed, are selected from the alphabet. what is the probability that none is repeated?
Answers
Answered by
Reiny
I will do the second question, they are basically both the same kind.
2) total number of ways with repetition is 26x26x26x26x26
= 26^5
number of ways with no repetition is
26x25x24x23x22
prob none repeated = 26x25x24x23x22/26^5 = .6644
in 1) you will have to subtract the number of non-repeaters from the number of repeaters first.
2) total number of ways with repetition is 26x26x26x26x26
= 26^5
number of ways with no repetition is
26x25x24x23x22
prob none repeated = 26x25x24x23x22/26^5 = .6644
in 1) you will have to subtract the number of non-repeaters from the number of repeaters first.
Answered by
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