Bunuel wrote:
verycoolguy33 wrote:
Hi Bunel ,
To your first post:
Total # of ways to distribute SSEGT among 5 sisters (without restriction) is !5/!2 =60 ; I am trying to understand how did you came to this !5/!2 ?
Is it a permutation of picking 5 out of 5 where 2 are same - 5P2/!2 ?
If this is correct so can it be like if there were 3 sisters instead of 5 , with all other condition intact ,the solution would have been -
Total # of ways to distribute SSEGT among 3 sisters (without restriction) is 5P3/!2 = 15;
The
To your first post:
Total # of ways to distribute SSEGT among 5 sisters (without restriction) is !5/!2 =60 ; I am trying to understand how did you came to this !5/!2 ?
Is it a permutation of picking 5 out of 5 where 2 are same - 5P2/!2 ?
If this is correct so can it be like if there were 3 sisters instead of 5 , with all other condition intact ,the solution would have been -
Total # of ways to distribute SSEGT among 3 sisters (without restriction) is 5P3/!2 = 15;
The
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