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A boxplot of the total number of COVID-19 infections by age group in England in December 2021 is shown in Figure 1. Total number of COVID-19 infections by age ranges Age range 2-6 7-11- 12-24 25-34 35-49 50-69 20000 40000 Number of COVID-19 infections in December 2021 60000 80000 100000 120000 140000 Figure 1 COVID-19 infections in England by age range Using only the boxplot, is the shape of the boxplot for the age range 12-24 left-skew, right-skew or neither? Give your reasons. The right-hand edge of the box section of the boxplot for the age range 35-49 has a value of 52,343. How is this value calculated? Using the boxplots, compare the ranges, interquartile ranges, and medians of the distributions for the different age ranges. For the age range 35-49 the median number of COVID-19 infections is 28,444. Is the mean for this age range likely to be higher or lower than or equal to this median? Why is this? You should not need to calculate the mean to answer this.

A boxplot of the total number of COVID-19 infections by age group in England in December 2021 is shown in Figure 1. Total number of COVID-19 infections by age ranges Age range 2-6 7-11- 12-24 25-34 35-49 50-69 20000 40000 Number of COVID-19 infections in December 2021 60000 80000 100000 120000 140000 Figure 1 COVID-19 infections in England by age range Using only the boxplot, is the shape of the boxplot for the age range 12-24 left-skew, right-skew or neither? Give your reasons. The right-hand edge of the box section of the boxplot for the age range 35-49 has a value of 52,343. How is this value calculated? Using the boxplots, compare the ranges, interquartile ranges, and medians of the distributions for the different age ranges. For the age range 35-49 the median number of COVID-19 infections is 28,444. Is the mean for this age range likely to be higher or lower than or equal to this median? Why is this? You should not need to calculate the mean to answer this.

Linear Algebra: A Modern Introduction
Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter2: Systems Of Linear Equations
Section2.4: Applications
Problem 1EQ: 1. Suppose that, in Example 2.27, 400 units of food A, 600 units of B, and 600 units of C are placed...
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A boxplot of the total number of COVID-19 infections by age group in England in December 2021 is shown in Figure 1. Total number of COVID-19 infections by age ranges Age range 2-6 7-11- 12-24 25-34 35-49 50-69 70+ 80000 40000 100000 Number of COVID-19 infections in December 2021 Figure 1 COVID-19 infections in England by age range Using only the boxplot, is the shape of the boxplot for the age range 12-24 left-skew, right-skew or neither? Give your reasons. The right-hand edge of the box section of the boxplot for the age range 35-49 has a value of 52,343. How is this value calculated? Using the boxplots, compare the ranges, interquartile ranges, and medians of the distributions for the different age ranges. 20000 60000 120000 140000 For the age range 35-49 the median number of COVID-19 infections is 28,444. Is the mean for this age range likely to be higher or lower than or equal to this median? Why is this? You should not need to calculate the mean to answer this.
Transcribed Image Text:A boxplot of the total number of COVID-19 infections by age group in England in December 2021 is shown in Figure 1. Total number of COVID-19 infections by age ranges Age range 2-6 7-11- 12-24 25-34 35-49 50-69 70+ 80000 40000 100000 Number of COVID-19 infections in December 2021 Figure 1 COVID-19 infections in England by age range Using only the boxplot, is the shape of the boxplot for the age range 12-24 left-skew, right-skew or neither? Give your reasons. The right-hand edge of the box section of the boxplot for the age range 35-49 has a value of 52,343. How is this value calculated? Using the boxplots, compare the ranges, interquartile ranges, and medians of the distributions for the different age ranges. 20000 60000 120000 140000 For the age range 35-49 the median number of COVID-19 infections is 28,444. Is the mean for this age range likely to be higher or lower than or equal to this median? Why is this? You should not need to calculate the mean to answer this.
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