For 1 i 20 let xi be the number on the ith card dealt let


Suppose that a deck of n cards numbered 1, 2, .. , 20 is thoroughly shuffled and dealt. For 1 <= i <= 20, let X(i) be the number on the ith card dealt. Let C be the number of i such that 2 <= i <= n and X(i) = X(i-1) + 1.

a). Find a simple formula for E(C).

b). Find a formula for Var(C).

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Basic Statistics: For 1 i 20 let xi be the number on the ith card dealt let
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