Examine the data in the histograms. It shows the distribution of the number of community service hours completed by two groups of high school students in a year.

A histogram titled Group A. The y-axis is titled Number of Students. The x-axis is titled Number of Community Service Hours. The histogram has five bars of equal widths between 10 and 79. The heights are as follows: first bar 5, second bar 8, third bar 11, fourth bar 6, and fifth bar 3.

A histogram titled Group B. The y-axis is titled Number of Students. The x-axis is titled Number of Community Service Hours. The histogram has five bars of equal widths between 10 and 79. The heights are as follows: first bar 1, second bar 1, third bar 2, fourth bar 7, and fifth bar 9.

Which statements about the data are true?

Select all that apply.


The data in Group B is skewed left. Therefore, the community service hours for Group B are more centered to the right of the mean than they are for Group A.

The data in Group A has a higher median value. Therefore, the median student in Group A has more community service hours than the median student in Group B.

The data in Group B has a higher median value. Therefore, the median student in Group B has more community service hours than the median student in Group A.


The data in Group B is skewed right. Therefore, the community service hours for Group B are more centered to the right of the mean than they are for Group A.

The data in Group A is more symmetrical. Therefore, the community service hours for Group A are centered closer to the mean than they are for Group B.