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Unformatted text preview: 1 Your Name: 1 (9 points) . A hand of three cards is drawn from an ordinary deck. If it is known that two of the cards are the ace of spades and the ace of clubs, what is the probability that all three cards are aces? 2 Your Name: 2a (7 points) . Stan wears either a bathing suit alone, or else a bathing suit, a Tshirt, and a hat. He has 6 bathing suits, 9 Tshirts and 7 hats. In how many dierent ways can he get dressed? 2b (9 points) . In how many ways can I divide a class of 15 students into ve groups of three students? 3 Your Name: 3 (11 points) . Find the number of solutions to x + y + z = 10 in nonnegative integers which satisfy x 5 and y 3. 4 Your Name: 4 (9 points) . A hand of three cards is drawn from an ordinary deck. If it is known that at least two of the cards are aces, what is the probability that all three cards are aces? 5...
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This test prep was uploaded on 04/01/2008 for the course MATH 55 taught by Professor Strain during the Spring '08 term at University of California, Berkeley.
 Spring '08
 STRAIN
 Math

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