Let random variable Q represent the number of employees who work at a certain restaurant on a given day. The following table shows the probability distribution of the random variable Q . 20 - .1

21 - .1

22 - .1

23 - .4

24 - .3

Which of the following claims is best supported by the table?

The most likely number of employees who work on a given day is 24.

The most likely number of employees who work on a given day is 24.

The mean number of employees who work on a given day is equal to the median number of employees who work on a given day.

The mean number of employees who work on a given day is equal to the median number of employees who work on a given day.

The mean number of employees who work on a given day is greater than the median number of employees who work on a given day.

The mean number of employees who work on a given day is greater than the median number of employees who work on a given day.

The mean number of employees who work on a given day is less than the median number of employees who work on a given day.

The mean number of employees who work on a given day is less than the median number of employees who work on a given day.

On a given day, the number of employees who work at the restaurant occurs with equal probabilities.