Question: Question 4 (4 points) Consider an ordered list, (x1, x2, ... , Xn), for which P(xi) = P(Xi+1) for all i. Prove that this list

Question 4 (4 points) Consider an ordered list,

Question 4 (4 points) Consider an ordered list, (x1, x2, ... , Xn), for which P(xi) = P(Xi+1) for all i. Prove that this list has maximum expected access time. It isn't sufficient to say "it's the opposite of the optimal list." Hint: Consider the optimal list proof. Question 4 (4 points) Consider an ordered list, (x1, x2, ... , Xn), for which P(xi) = P(Xi+1) for all i. Prove that this list has maximum expected access time. It isn't sufficient to say "it's the opposite of the optimal list." Hint: Consider the optimal list proof

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