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Permutations Practice Test 2
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© examsnet.com
Question : 9
Total: 30
There are 60 greeting cards and 60 envelopes both marked 1 to 60. The number of ways in which the greeting cards can be put in the envelope so that exactly one of them is put in a wrong envelope is:
(59)!
3540
(60)! – 1
None of these
Validate
Solution:
Suppose card number p is placed in envelope number q, then card number q must be placed ina wrong envelope. Hence, at least two cards must be placed in wrong envelope if all of them arenot kept in their corresponding envelopes.
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