is mean absolute deviation a measure of center or a measure of variation?\na. measure of center\nb. measure…

is mean absolute deviation a measure of center or a measure of variation?\na. measure of center\nb. measure of variation

is mean absolute deviation a measure of center or a measure of variation?\na. measure of center\nb. measure of variation

Answer

Answer:

B. measure of variation

Brief Explanations:

Measures of variation describe how spread out data points are. Mean absolute deviation calculates the average distance of each data value from the mean, which quantifies data spread, making it a measure of variation. Measures of center (like mean/median) describe the central tendency of data instead.