Question: Let X be a random variable such that a mgf mX(t) exists for all t. Use the same argument as in the proof of the

Let X be a random variable such that a mgf mX(t) exists for all t. Use the same argument as in the proof of the Chebyshev inequality to show that P{X ≥ y} ≤

e−tymX(t),t ≥ 0.

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