Question: What is the difference between Chebyshev's Theorem and the empirical rule? Multiple Choice The empirical rule applies to all data sets, whether their distributions

What is the difference between Chebyshev's Theorem and the empirical rule? Multiple Choice The empirical rule applies to all data sets, whether their distributions are symmetric and bell-shaped or not Chebyshev's theorem applies to all dota sets except those that have approximately a symmetric and bell shaped distribution The empirical rule applies to all data sets, whereas Chebyshev's theorem is appropriate when the data have approximately a symmetric and bell-shaped distribution Chebyshev's theorem applies to all dota sets regardless of the shape of the distribution, whereas the empirical rule is only appropriate when the data t have approximately a symmetric and bell-shaped distribution
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