Question

click the arrows to choose an answer from each menu. a mad of 65 means that the monthly enrollment counts were an average of 65 from the choose... . an enrollment of 400 has a deviation value that is choose... the mad. the data will have choose... variability when january’s enrollment is included. this will result in a new mad that is choose... 65.

Explanation:

1. MAD (Mean Absolute Deviation) measures the average distance of data points from the mean of the dataset.
2. First, calculate the deviation of 400 from the mean: $|400 - \text{mean}|$. Since the original MAD is 65, the average deviation is 65. If 400 is far from the mean, its deviation will be greater than 65.
3. Including a data point with a large deviation increases the overall spread of the data, meaning higher variability.
4. Higher variability leads to an increase in the MAD, so the new MAD will be greater than 65.

Answer:

1. First dropdown: mean
2. Second dropdown: greater than
3. Third dropdown: higher
4. Fourth dropdown: greater than