Imagine you were given a standard deck of 52 cards. You are dealt four cards face-down and one card face-up. The face-up card is the ace of clubs. Given this partial information that you have about your hand, how many different five card hands could you have been dealt such that you now have four cards of the same rank? (Note: A standard deck of cards is made of 13 sets of 4 cards of each rank) Please enter your answer below NEXT PREVIOUS