
Concept explainers
(a)
To Find:Set of data that has greater range.
(a)

Answer to Problem 10PPS
Women Olympic swimmer has a greater range of ages than Men Olympic swimmers.
Explanation of Solution
Given:Refer to the double box-and-whisker plot shown that shows the ages of the U.S Men’s and Women’s Olympic Swimming Team.
Finding range of Ages of Women Olympic Swimmers
Highest age =
Lowest age =
Then
Range = highest age − lowest age
The range is
Finding range of Ages of Men’s Olympic Swimmers
Highest age =
Lowest age =
Then
Range = highest age − lowest age
The range is
It is concluded that Women Olympic swimmer has a greater range of ages than Men Olympic swimmers.
(b)
To Find: Number of outliers are there in the data
(b)

Answer to Problem 10PPS
Two
Explanation of Solution
Given: Refer to the double box-and-whisker plot shown that shows the ages of the U.S Men’s and Women’s Olympic Swimming Team.
From the data given
It is seen that there is one outlier in the data of the ages of Women Olympic swimmer andthere is one outlier in the data of the ages of Men Olympic swimmer.
Hence
There are total two outliers in the data.
(c)
To Find:Percent of the women’s team is
(c)

Answer to Problem 10PPS
Explanation of Solution
Given: Refer to the double box-and-whisker plot shown that shows the ages of the U.S Men’s and Women’s Olympic Swimming Team.
By referring the figure of the number line given
It is seen that
(d)
To Compare:Ages of the women to the men.
(d)

Answer to Problem 10PPS
The least age of the women team is
Women team is lower than men team in terms of maximum age.
The range of ages in the women’s team is more than the men’s team
Explanation of Solution
Given: Refer to the double box-and-whisker plot shown that shows the ages of the U.S Men’s and Women’s Olympic Swimming Team.
The least age of the women team is
But
Women team is lower than men team in terms of maximum age.
The range of ages in the women’s team is more than the men’s team.
Chapter 13 Solutions
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