the box plots show the weights, in pounds, of the dogs in two different animal shelters. weights of dogs in…

the box plots show the weights, in pounds, of the dogs in two different animal shelters. weights of dogs in shelter a weights of dogs in shelter b which correctly compares the ranges of the data? the range in shelter a is 11, and the range in shelter b is 4. the range in shelter a is 20, and the range in shelter b is 10. the range in shelter a is 13, and the range in shelter b is 8. the range in shelter a is 22, and the range in shelter b is 18.

the box plots show the weights, in pounds, of the dogs in two different animal shelters. weights of dogs in shelter a weights of dogs in shelter b which correctly compares the ranges of the data? the range in shelter a is 11, and the range in shelter b is 4. the range in shelter a is 20, and the range in shelter b is 10. the range in shelter a is 13, and the range in shelter b is 8. the range in shelter a is 22, and the range in shelter b is 18.

Answer

Explanation:

Step1: Recall range formula

The range of a data - set is calculated as $Range = \text{Maximum value}-\text{Minimum value}$.

Step2: Find range for Shelter A

For Shelter A, the minimum value is 6 and the maximum value is 28. So, $Range_A=28 - 6=22$.

Step3: Find range for Shelter B

For Shelter B, the minimum value is 14 and the maximum value is 32. So, $Range_B=32 - 14 = 18$.

Answer:

The range in shelter A is 22, and the range in shelter B is 18.