These box plots show the basketball scores for two teams.

Image attached

The answer is C because both have 80 as their interquartile

choice D

IQR for the bulldogs is 20; IQR for the wolverines is 30

(wolverine data set is more spread out)

Explanation:

Choice A is false because the range for the bulldogs is 105-55 = 50. Similarly, the range for the wolverines is 96-35 = 61While choice B is a true statement, knowing solely the median does not tell us how spread out the data is. So we can rule this out.Choice C is false because the bulldogs have an IQR of 20, and the wolverine's IQR is 30. You subtract the values found at each box edge to get the IQR. Choice D is the only thing left. Each part of choice D is true. Again the IQR value is found by subtracting the values at each edge of the box. In other words, IQR = Q3 - Q1 where Q1 and Q3 are the left and right edges of the box respectively.

He is right i did this thing before