The Empirical Rule applies to which type of distributions?

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Multiple Choice

The Empirical Rule applies to which type of distributions?

Explanation:
The Empirical Rule describes how data spread around the mean for distributions that look like a bell curve. It applies when the distribution is symmetric and unimodal—having a single peak and balanced on both sides of the center. In that case, about 68% of observations lie within one standard deviation of the mean, about 95% within two, and about 99.7% within three. If the distribution is skewed, flat (uniform), or has multiple peaks (bimodal), the rule doesn’t apply in the same simple way. So the best match is a symmetric and unimodal distribution.

The Empirical Rule describes how data spread around the mean for distributions that look like a bell curve. It applies when the distribution is symmetric and unimodal—having a single peak and balanced on both sides of the center. In that case, about 68% of observations lie within one standard deviation of the mean, about 95% within two, and about 99.7% within three. If the distribution is skewed, flat (uniform), or has multiple peaks (bimodal), the rule doesn’t apply in the same simple way. So the best match is a symmetric and unimodal distribution.

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