the table shows the median and interquartile range for these samples. median interquartile range first…

the table shows the median and interquartile range for these samples. median interquartile range first - time 80 40 frequent 160 60 complete the paragraph. the median score for frequent bowlers is the median score for first - time bowlers. so, if the samples are, the medians suggest that frequent bowlers at the bowling alley typically score about as first - time bowlers.

the table shows the median and interquartile range for these samples. median interquartile range first - time 80 40 frequent 160 60 complete the paragraph. the median score for frequent bowlers is the median score for first - time bowlers. so, if the samples are, the medians suggest that frequent bowlers at the bowling alley typically score about as first - time bowlers.

Answer

Answer:

The median score for frequent bowlers is greater than the median score for first - time bowlers. So, if the samples are representative, the medians suggest that frequent bowlers at the bowling alley typically score about 80 more than first - time bowlers.

Explanation:

Step1: Compare medians

Median of frequent bowlers is 160, first - time is 80.

Step2: Determine relationship

160 > 80, so frequent > first - time.

Step3: Find score difference

160 - 80 = 80.