Suppose you start another hand with a fresh deck of cards. Your first two cards total 16 without using an ace, and you are reasonably sure that the dealer's two cards total 20, also, with no ace. What is the probability you will win this hand by hitting and obtaining one or more cards worth a total value of 5? Hint: There are 15 different ways to draw cards with a total value of 5. Find the probability for each of these card combinations, and add the probabilities. Remember that four cards have already been dealt, so there are 48 cards remaining in the deck. Also, remember there are four cards of each denomination

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cutie~

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