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1.2-13. A bridge hand is found by taking 13 cards at random and without replacement from a deck of 52 play- ing cards. Find the probability of drawing each of the (a) One in which there are 5 spades, 4 hearts,3 diamonds, (b) One in which there are 5 spades, 4 hearts, 2 diamonds, (c) One in which there are 5 spades, 4 hearts, 1 diamond. following hands. and 1 club. and 2 clubs. and 3 clubs. (d) Suppose you are dealt 5 cards of one suit, 4 cards of another. Would the probability of having the other suits split 3 and 1 be greater than the probability of having them split 2 and 2?
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A btidge hand is Pound by taking 13 cards at tandom and without teplacement peom a deck of 52 Playing Caids Given That Totalc) one in hich there are 5 Spodes, 4 hearts i diamonds and 3 club SolThe Probobility 2. 1281 x 115 x 13 X286 6350l3559600 Suppose you are dealt 5 Cards of one 5uit Casds op another would the having the ovder Suit Split andbe gsealer than the Probability of having them split 2 and 2,2 (52 13) 3 Solv Thesplit of 3(f) the tequired Probability would be C. : 286 x 13 82251 .045 >The split of 2 () 2 the tequived Probability would be су 82251

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