Question

How could I make a box and whisker plot given this data?

Minimum - 28

Maximum - 54

Lower Quartile - 32

Upper Quartile - 40

A. The minimum is 28, the maximum is 54, the lower quartile is 32, and the upper quartile is 40.

B. The minimum is 28, the maximum is 54, the lower quartile is 32, and the upper quartile is 40.

C. The minimum is 28, the maximum is 54, the lower quartile is 32, and the upper quartile is 40.

D. The minimum is 28, the maximum is 54, the lower quartile is 32, and the upper quartile is 40.

Answer 1

To create a box and whisker plot, use the minimum, maximum, lower quartile, and upper quartile values provided to construct a box spanning from the lower to upper quartile, with a line representing the median. Draw whiskers extending to the minimum and maximum values.

Step-by-step explanation:

To create a box and whisker plot, you need to understand the five-number summary of the data: the minimum, the maximum, the lower quartile, the upper quartile, and the median. Given the data you provided:

• The minimum value is 28.
• The maximum value is 54.
• The lower quartile is 32.
• The upper quartile is 40.

Using these values, you can construct a box and whisker plot by drawing a number line and sketching a box that spans from the lower quartile to the upper quartile, with a line inside representing the median. Then, draw whiskers extending from the box to the minimum and maximum values.