marisa recorded the number of hours she babysat each day last summer. she plotted the data in the box…

marisa recorded the number of hours she babysat each day last summer. she plotted the data in the box - plot. number of hours of babysitting each day which statement must be true according to the box plot? the data is symmetric and shows that she was equally likely to work more than 3.5 hours or less than 5 hours. the data is symmetric and shows that she never worked more than 5 hours. the data is skewed and shows that she was equally likely to work more than 3.5 hours or less than 5 hours. the data is skewed and shows that she never worked more than 5 hours.

marisa recorded the number of hours she babysat each day last summer. she plotted the data in the box - plot. number of hours of babysitting each day which statement must be true according to the box plot? the data is symmetric and shows that she was equally likely to work more than 3.5 hours or less than 5 hours. the data is symmetric and shows that she never worked more than 5 hours. the data is skewed and shows that she was equally likely to work more than 3.5 hours or less than 5 hours. the data is skewed and shows that she never worked more than 5 hours.

Answer

Answer:

The data is symmetric and shows that she was equally likely to work more than 3.5 hours or less than 5 hours.

Explanation:

Step1: Analyze box - plot shape

The box - plot appears symmetric as the distance from the median to the lower quartile and from the median to the upper quartile seems equal.

Step2: Identify quartile values

The lower quartile is around 3.5 hours and the upper quartile is around 5 hours. In a symmetric distribution, the probability of being above the lower quartile and below the upper quartile is evenly split. So, she is equally likely to work more than 3.5 hours or less than 5 hours.