Question: For the random variable X, where E(X) = 0 and Var(X) = 13 , derive an upper bound on the probability of the event {|X

For the random variable X, where E(X) = 0 and Var(X) = 13

, derive an upper bound on the probability of the event {|X −.6| > .1}. How does this probability change if one knows that X  U(−1, 1)?

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