6. identify the first quartile\n7. identify the median\n8. identify the third quartile\n9. identify the…

Explanation:

Step1: Recall box - plot properties

In a box - plot, the first quartile ($Q_1$) is the left - hand edge of the box, the median ($Q_2$) is the line inside the box, the third quartile ($Q_3$) is the right - hand edge of the box, the maximum is the end of the right - hand whisker, and the minimum is the end of the left - hand whisker.

Step2: Identify first quartile for 6

Looking at the first box - plot, the left - hand edge of the box is at 30. So $Q_1 = 30$.

Step3: Identify median for 7

In the second box - plot, the line inside the box is at 24. So the median is 24.

Step4: Identify third quartile for 8

For the third box - plot, the right - hand edge of the box is at 90. So $Q_3=90$.

Step5: Identify maximum for 9

In the fourth box - plot, the end of the right - hand whisker is at 36. So the maximum is 36.

Step6: Identify minimum for 10

In the fifth box - plot, the end of the left - hand whisker is at 30. So the minimum is 30.

Answer:

6. 30
7. 24
8. 90
9. 36
10. 30