KQ1 1098765432A 10. Given a standard deck of 52 cards (see image), a poker hand is dealt containing 5 cards. KQ 1 1098765 4 3 2 A a. In how many ways could your hand have exactly three face cards? /2 KQ1 10987 6 5 43 2 A b. In how many ways could you get two pairs? (the fifth card is different from the others) /3 c. (i) A "straight flush" is when all five c. (ii) The value of cards in Poker are such cards are in order and of the same suit. that A is worth more than K, and AA is In how many ways could you get a worth more than KK. So why is AK not straight flush? Assume an Ace is equal worth more than KK? Justify /2 to 1. mathematically. A OR