Q34Section I (Objective (Q1–Q80))34 of 80

Probability — smallest k in Chebyshev's inequality for 0.99 coverage

The smallest value of $k$ in Chebyshev's inequality, for which the probability that a random variable will take a value in between $\mu-k\sigma$ and $\mu+k\sigma$ is at least 0.99, is given by:

Pick an option to check your answer. In a mock test a wrong answer here costs 0.83 mark.

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