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find the number of possible 5-card hands that contain the cards specified: 4 aces and 1 king.
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If you ignore the order, four of the cards are the aces, and the fifth card is a king from one of the four suits, so you have four possible hands of this type.
why only 4? shouldnt we have more? @douglaswinslowcooper
four aces + either king of clubs, diamonds, hearts , spades. if different order counts as "different" hand, then many more possible hands, but most card players would ignore the order in which the cards came.
is there an equation for it? permutation or combination?
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