which of the following statements is true about a graph that is perfectly symmetric, such as the one above…

which of the following statements is true about a graph that is perfectly symmetric, such as the one above? the mean is greater than the median. the mean is equal to the median. the mean is less than the median. complete which of the following statements is true about a graph that is skewed, such as the one above? the mean is greater than the median. the mean is equal to the median. the mean is less than the median. done

which of the following statements is true about a graph that is perfectly symmetric, such as the one above? the mean is greater than the median. the mean is equal to the median. the mean is less than the median. complete which of the following statements is true about a graph that is skewed, such as the one above? the mean is greater than the median. the mean is equal to the median. the mean is less than the median. done

Answer

Brief Explanations:

In a perfectly symmetric distribution, the data is evenly distributed around the center. The mean (average value) and the median (middle - value) coincide. In a skewed distribution, if it is right - skewed, the mean is greater than the median because the long tail on the right pulls the mean in that direction. If it is left - skewed, the mean is less than the median as the long tail on the left pulls the mean down.

Answer:

For the symmetric graph: The mean is equal to the median. For the skewed graph: The mean is less than the median (assuming left - skewed as per the selected option).