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Suppose a standard deck of 52 playing cards is thoroughly shuffled and a single card is drawn. Suppose an ace has value 1, a jack has value 11, a queen has value 12, and a king has value 13.
(a) Compute P(X = x) for every real number xwhen X is the value of the card drawn.
(b) Sup (b) Suppose that Y = 1,2,3 or 4 when a diamond, heart, club, or spade is drawn. Compute P(Y = y) for every real number y. (c) Compute P(W = ω) for every real numberω when W = X+ Y
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