What is the minimum value of  k in Chebyshev's theorem for which the probability that a random variable takes a value between  μ−kσ and μ+kσ Be  At least 0.95?, (b) at least 0.99?

A First Course in Probability (10th Edition)
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Chapter1: Combinatorial Analysis
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What is the minimum value of 
k
in Chebyshev's theorem for which the probability that a random variable takes a value between 
μ−kσ and μ+kσ

Be 

At least 0.95?, (b) at least 0.99? 

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