A gentleman has 5 frnds to invite.in hw many ways he can invite them.if he has 3 servants to carry them.?
@eliassaab
@eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab @eliassaab
lol
according to fundamental Principle of counting i think it should be 3*3*3*3*3
@sami-21 u r correct....but...hw will it come..like this.....
ok there are possibilities that he can invite 5 friends by any of the given no of servants (3) not more than three ways. thats why to get the possible no of ways we should multiply them.
yes..i got..it thxxx
since it is not mentioned that he will use different servant he can use the same servant to invite 5 friends.
does the order that the invites are delivered matter?
you are welcome :)
i think its permutation with repetition allowed.
it's a better problem is the order does not matter.
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