Question: Problem 3.62 Can Chebyshevs inequality be improved? Consider the random variable X with the following probability function: P(X = a) = p, P(X = 0)

Problem 3.62 Can Chebyshev’s inequality be improved? Consider the random variable X with the following probability function: P(X = ±a) = p, P(X = 0) = 1 − 2p, (0)

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