SOLUTION: (52 cards) A poker hand has 5 cards (order not important); a. find the total # of poker hands. b. Find the number of ways to get "4of a kind" with aces. c. Find the probab

Algebra ->  Probability-and-statistics -> SOLUTION: (52 cards) A poker hand has 5 cards (order not important); a. find the total # of poker hands. b. Find the number of ways to get "4of a kind" with aces. c. Find the probab      Log On


   



Question 809193: (52 cards) A poker hand has 5 cards (order not important);
a. find the total # of poker hands.
b. Find the number of ways to get "4of a kind" with aces.
c. Find the probability of getting this "4 of a kind" hand.

Answer by edjones(8007) About Me  (Show Source):
You can put this solution on YOUR website!
a)52C5=2598960
.
b)4C4*48C1=48/2598960=1/54145
.
c)13C1*4C4*48C1=624/2598960=1/4165
.
Ed