If the right tail of a density curve is longer than the left, which of these
statements is true about the distribution it represents?
A. It is negatively skewed.
B. It is the same throughout.
c. It is symmetrical.
D. It is positively skewed.

A graph that displays probability is known as a density curve. All probability are represented by 100% of the curve's area under the curve. You can alternatively say that the area is equal to 1 because probabilities are typically expressed as decimals.

The density curve is attached with the answer below. Which distribution it represents is positively skewed.

Therefore, the distribution it represents is positively skewed. The correct answer is option D.

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If the right tail of a density curve is longer than the left, which of these statements is true about the distribution it represents? A. It is negatively skewed. B. It is the same throughout. c. It is symmetrical. D. It is positively skewed.

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What is a density curve?

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If the right tail of a density curve is longer than the left, which of these
statements is true about the distribution it represents?
A. It is negatively skewed.
B. It is the same throughout.
c. It is symmetrical.
D. It is positively skewed.