Identify whether the distribution of the given variable is skewed left, skewed right, or symmetriC. Explain. The weight (in pounds)of men. Choose the correct answer below. A. The distribution is skewed right because there are more underweight men than overweight men. B. The distribution is symmetric because there are about the same number of underweight men than overweight men, and most mon are neither underweight nor overweight. C. The distribution is skewed left because there are fewer underweight men than overweight men.

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Identify whether the distribution of the given variable is skewed left, skewed right, or symmetriC. Explain. The weight (in pounds)of men. Choose the correct answer below. A. The distribution is skewed right because there are more underweight men than overweight men. B. The distribution is symmetric because there are about the same number of underweight men than overweight men, and most mon are neither underweight nor overweight. C. The distribution is skewed left because there are fewer underweight men than overweight men.

Answer 1

B. The distribution is symmetric because there are about the same number of underweight men than overweight men, and most men are neither underweight nor overweight.<br /><br />Explanation: In general, the weight distribution of men tends to be symmetric around a central value, with fewer men being extremely underweight or overweight. Most men's weights cluster around an average value, creating a bell-shaped curve that is characteristic of a symmetric distribution.

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