I have never played poker in my life and I have to solve this complicated problem.
How many five card poker hands contain at least $3$ jacks?
Here is what i know:
There are $52$ cards in a deck. $A,2,3,4,5,6,7,8,9,10,J,Q,K; $
$13$ cards and $4$ suits: diamonds, clubs, spades, and hearts.
$5$ poker hands:_ _ _ _ _
would be it $\binom{52}{48}$ and then $\binom{52}{26}$?
how would you computate it??