In how many ways can a team of 11 can be chosen from 14 cricket players if two of them can only be wicket keepers
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no.of ways in which team of 11 can be choosen r = 14C11
i.e. 14C3
therefore no. of ways= 14.13.12
-----------
3.2.1
=> 364
since 2 of them are wicket keepers. therefore subtracting it from total ways = 364 - 2= 362 ways
i.e. 14C3
therefore no. of ways= 14.13.12
-----------
3.2.1
=> 364
since 2 of them are wicket keepers. therefore subtracting it from total ways = 364 - 2= 362 ways
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