for the graphs below, for which probability distribution is the value of the median greater than the value…

for the graphs below, for which probability distribution is the value of the median greater than the value of the mean? theoretical probability distributions negatively skewed normal (no skew) positively skewed frequency negativity direction perfectly symmetrical distribution positive direction negatively skewed normal, symmetrical distribution positively skewed distribution none of the above

for the graphs below, for which probability distribution is the value of the median greater than the value of the mean? theoretical probability distributions negatively skewed normal (no skew) positively skewed frequency negativity direction perfectly symmetrical distribution positive direction negatively skewed normal, symmetrical distribution positively skewed distribution none of the above

Answer

Answer:

A. Negatively skewed

Explanation:

Step1: Recall mean - median relationship

In a negatively skewed distribution, the tail is on the left - hand side. The extreme low values in the left - tail pull the mean towards the left, making it less than the median.

Step2: Analyze normal distribution

In a normal (symmetrical) distribution, the mean, median, and mode are equal. So, the median is not greater than the mean.

Step3: Analyze positively skewed distribution

In a positively skewed distribution, the tail is on the right - hand side. The extreme high values in the right - tail pull the mean towards the right, making the mean greater than the median.