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Consider selecting two cards from a well-shuffled deck (unordered and without replacement). Let K1 denote the...

Consider selecting two cards from a well-shuffled deck (unordered and without replacement). Let K1 denote the event the first card is a King and K2 the event the second card is a King. Let K1^K2 denote the intersection of the two events. a. Calculate P[K1^K2] as given by P[K1] P[K2 | K1]. b. Calculate the same probability using hands of size 2, and getting the quotient (# favorable hands)/(total # of hands).

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