@amistre64
If you are dealing from a standard deck of
52 cards, how many different 5-card hands could
have at least two face cards (jacks,
queens, or kings?

Question

anonymous · Answer

http://mathhelpforum.com/discrete-math/105190-if-you-dealing-standard-deck-cards-how-many-data-management.html

anonymous · Answer

that did not help me at all lol

anonymous · Answer

At the bottom :p

anonymous · Answer

nvm i got how to do it thanks anyways

anonymous · Answer

Sorry ;-;

amistre64 · Answer

i wonder

assume we use jacks
4C2 face cards, (52-4)C3 remaining options



remove the jacks to avoid counting them again
assume queens
4C2 face cards, (52-8)C3 remaining options


remove the queens to avoid counting them again
assume kings
4C2 face cards, (52-12)C3 remaining options

amistre64 · Answer

wonder if and where the logic in my thoughts fail

amistre64 · Answer

theres a flaw in it ... im sure

anonymous · Answer

I did the indirect way.
So with no restrictions 52C5
What you dont want it is no face card or just 1 face card
52C5-(12C0*40C5)<--No face + (12C1*40C4)<--1 Face card)=844272