Question: We have a standard six-sided die. Let X be the number of times that a 6 occurs over n throws of the die. Let p

We have a standard six-sided die. Let X be the number of times that a 6 occurs over n throws of the die. Let p be the probability of the event X ~ 11/4. Compute the best upper bounds on p that you can obtain using Markov's inequality, Chebyshev's inequality, and Chernoff bounds

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