Question

1. draw lines to match the numbers on the right to the measures of center and variation. mean 89 median 10 mode 91 range 92

Explanation:

Step1: Recall definitions

Mean is the average of a set of numbers. Median is the middle - value when data is ordered. Mode is the most frequently occurring number. Range is the difference between the largest and smallest values. Without the original data set, we can't calculate exactly, but we can make some general assumptions. Usually, the range is a measure of variation and is likely to be a larger number compared to the measures of center. Among the given numbers, 92 is a likely candidate for the range.

Step2: Consider measures of center

The mean is an average value. The median is the middle - value. The mode is the most common value. Among the remaining numbers, 89 could be a mean value, 91 could be a median or mode value, and 10 is an out - of - place small number which is less likely to be a measure of center or range in a normal data set context. So, we assume 89 is the mean, 91 is the median or mode, and 10 is not a correct match for these common measures (but we have to match them as per the question). Let's assume 91 is the mode and 89 is the mean.

Answer:

Mean - 89
Median - 91
Mode - 91
Range - 92