Question

if we remove all of the queens and jacks from a 52 card deck, how many UNIQUE FOUR card combinations can we create?

Answer 1

Recall that in a 52 card deck are 4 queens and 4 jacks, therefore we can create:

`((52-8)!)/((44-4)!)`

Differents combinations. Solving we get:

`(44!)/((44-4)!)=3,258,024`