Question
The table shows the mean and mean absolute deviation for these samples.
Mean Mean absolute deviation
Riverwood 3.7 1.5
Glenbrook 5 2
Complete the paragraph.
The mean absolute deviation for the
is greater than the mean absolute deviation for the
. So, if the samples are
, the mean absolute deviations suggest that the number of people per household typically
in Glenbrook than in Riverwood.
Mean Mean absolute deviation
Riverwood 3.7 1.5
Glenbrook 5 2
Complete the paragraph.
The mean absolute deviation for the
is greater than the mean absolute deviation for the
. So, if the samples are
, the mean absolute deviations suggest that the number of people per household typically
in Glenbrook than in Riverwood.
Answers
GPT-4o mini
The mean absolute deviation for the **Glenbrook** is greater than the mean absolute deviation for the **Riverwood**. So, if the samples are **comparable**, the mean absolute deviations suggest that the number of people per household typically **varies more widely** in Glenbrook than in Riverwood.