Employee Earnings per month ($)

1 1200

2 2600

3 1800

4 1450

5 3500

6 2800

7 12500

8 3200

Which measure of spread is best for the data in the table?

A.) range

B.) quartiles

C.) interquartile range

D. mean absolute deviation

Question

Mathematics

Mikayla Alexander

Today, 04:39

Employee Earnings per month ($)

1 1200

2 2600

3 1800

4 1450

5 3500

6 2800

7 12500

8 3200

Which measure of spread is best for the data in the table?

A.) range

B.) quartiles

C.) interquartile range

D. mean absolute deviation

+3

Answers (2)

Know the Answer?

Clare Lucas · Answer 1

The correct option is D.

Mean absolute deviation is used to take into account all the values in a particular data. The mean absolute deviation shows the quantity of deviation that occur around the mean score. The other options given in this questions are not suitable for measuring the data because they don't take into consideration all the scores in a given data.

Tamara Thompson · Answer 2

I have no idea what the answer is

Employee Earnings per month ($)1 12002 26003 18004 14505 35006 28007 125008 3200Which measure of spread is best for the data in the table?A.) rangeB.) quartilesC.) interquartile rangeD. mean absolute deviation

Employee Earnings per month ($)

1 1200

2 2600

3 1800

4 1450

5 3500

6 2800

7 12500

8 3200

Which measure of spread is best for the data in the table?

A.) range

B.) quartiles

C.) interquartile range

D. mean absolute deviation