@maddy2807 said:In how many ways we can select four cards of different suits & different denominations from a deck of 52 cards??Confusion is between : 52 X 36 X 22 X 10and 13 X 12 X 11 X 10@krum
sir, my take would be 13*12*11*10
@maddy2807 said:In how many ways we can select four cards of different suits & different denominations from a deck of 52 cards??Confusion is between : 52 X 36 X 22 X 10and 13 X 12 X 11 X 10@krum
_a_b_c_
The average marks of those there are two taps t1 and t2 and two buckets p1 and p2. T1 takes 12 hours more to fill p2 than p1. T2 takes 24 hours more to fill p2 than p1. How many hours will both take combined to fill p2 than p1?
@rachit_28 said:How many natural nos having at most 5 digits have sum of their digits as at most 5?
@maddy2807 said:In how many ways we can select four cards of different suits & different denominations from a deck of 52 cards??Confusion is between : 52 X 36 X 22 X 10and 13 X 12 X 11 X 10@krum
@Brooklyn said:4c1*13c1*3c1*12c1*2c1*11c1*1c1*10c1
@rubikmath said:here u are ordering the cards chosen . we only need the combinations , so divide ur ans.by 4!@Brooklyn
@krum said:yaar i think u are considering order as well
@rubikmath said:selecting 4 cards out of 13 cards is 13c4 --> not 13c1*12c1*11c1*10c1@Brooklyn
@Brooklyn said:how am i considering order?? what i did was: choose any suit -> 4c1 then a card from it 13c1 so on
@Sixty said:Sixty Reply #166505:56 PM, 11 Nov '12The average marks of those there are two taps t1 and t2 and two buckets p1 and p2. T1 takes 12 hours more to fill p2 than p1. T2 takes 24 hours more to fill p2 than p1. How many more hours will both combined take to fill p2 than p1?

@krum said:a+b+c+d+e=>a+b+c+d+e+f=5=>10c5=252remove case when f=5so 251
@krum said:if we go by 52*38*24*10means first card can be any of the four suits, next can be from any of the 3 suits..this is ordering right ?