Question

based on the two data sets represented below, complete the following sentences. data set g data set h answer attempt 1 out of 2 the center of data set g is than the center of data set h. the spread of data set g is than the spread of data set h. greater less

Explanation:

Step1: Analyze the center (median)

The median (center) of a box - and - whisker plot is the line inside the box. For Data Set G, the median is around 30. For Data Set H, the median is around 33. So, \(30<33\), the center of Data Set G is less than the center of Data Set H.

Step2: Analyze the spread (inter - quartile range)

The spread (inter - quartile range, IQR) of a box - and - whisker plot is the length of the box. The length of the box for Data Set G is \(31 - 28=3\). The length of the box for Data Set H is \(36 - 29 = 7\). So, \(3<7\), the spread of Data Set G is less than the spread of Data Set H.

Answer:

The center of Data Set G is less than the center of Data Set H. The spread of Data Set G is less than the spread of Data Set H.