a cross - country team records the amount of time it takes each runner to run a course. the coach determines…

a cross - country team records the amount of time it takes each runner to run a course. the coach determines the minimum, maximum, median, lower quartile, and upper quartile of the times.\nminimum: 35 minutes maximum: 43 minutes median: 39 minutes q1: 37 minutes q3: 41 minutes\nwhich box plot represents the data?

a cross - country team records the amount of time it takes each runner to run a course. the coach determines the minimum, maximum, median, lower quartile, and upper quartile of the times.\nminimum: 35 minutes maximum: 43 minutes median: 39 minutes q1: 37 minutes q3: 41 minutes\nwhich box plot represents the data?

Answer

Explanation:

Step1: Recall box - plot components

In a box - plot, the left - most point is the minimum value, the right - most point is the maximum value, the left side of the box is the lower quartile (Q1), the right side of the box is the upper quartile (Q3), and the line inside the box is the median.

Step2: Identify correct box - plot

We are given minimum = 35, maximum = 43, median = 39, Q1 = 37, Q3 = 41. We need to find the box - plot where the left - most point is at 35, the right - most point is at 43, the left side of the box is at 37, the right side of the box is at 41, and the line inside the box is at 39.

Answer:

The box - plot where the left - most point is at 35 on the number line, the right - most point is at 43, the left side of the box is at 37, the right side of the box is at 41, and the line inside the box is at 39 (usually, without seeing the actual options labeled, we describe the correct one based on the data; if there were labels like A, B, C, D, we would identify the specific labeled option that matches these criteria).