If the condition for using the empirical rule is met, why should that rule be us

Question

If the condition for using the empirical rule is met, why should that rule be used instead of Chebyshev's rule? Select the correct answer below ?A. O B ? C. ? D Chebyshev s rule is an approximation to the pr portion o data that can be found in any interval around the mean if the distribution is not bell shaped, then Chebyshev's rule is equivalent to the empirical rule Chebyshev s rule only works for asymmetric distributions. If the distribution is symmetric, then the emp in al rie must be used. Chebyshev s rule is appropriate if the data set is small. If the data set is sumcienty large, then the empirical rule is more appropriate. hebyshev's rule is a lower bound on the proportion of data that can be found within a certain number of standard deviations from the mean s roughly bell-shaped, the empirical rule, in general, provides better estimates than Chebyshev's rule. f the disin on

Explanation / Answer

Chebyshev's rule only provide the lower bound on the proportion of data. Hence,

Option D is correct.

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