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The bar graph on the right shows the percentage of smokers and nonsmokers suffering from severe pain. Use the graph to determine whether the following statement makes sense. U Smokers 86% 14% Suffer Severe Pain 7% 93% Percentage of Adults Suffering from Severe Pain Smokers Nonsmokers 14% Severe Pain 0 7% 5% 10% 15% 20% Percentage of Adults I represented the data for severe pain using the Venn diagram shown on the left. Then I improved the Venn diagram by adding a third circle for nonsmokers. A. The statement does not make sense. Adding a third circle for nonsmokers would not add any new information to the diagram and would not constitute an improvement. B. The statement makes sense. Adding a third circle for nonsmokers gives a better representation of the data and improves the Venn diagram. OC. The statement does not make sense. It is not possible to add a third circle for nonsmokers to the Venn diagram.

The bar graph on the right shows the percentage of smokers and nonsmokers suffering from severe pain. Use the graph to determine whether the following statement makes sense. U Smokers 86% 14% Suffer Severe Pain 7% 93% Percentage of Adults Suffering from Severe Pain Smokers Nonsmokers 14% Severe Pain 0 7% 5% 10% 15% 20% Percentage of Adults I represented the data for severe pain using the Venn diagram shown on the left. Then I improved the Venn diagram by adding a third circle for nonsmokers. A. The statement does not make sense. Adding a third circle for nonsmokers would not add any new information to the diagram and would not constitute an improvement. B. The statement makes sense. Adding a third circle for nonsmokers gives a better representation of the data and improves the Venn diagram. OC. The statement does not make sense. It is not possible to add a third circle for nonsmokers to the Venn diagram.

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.2: Representing Data
Problem 14PPS
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100 The bar graph on the right shows the percentage of smokers and nonsmokers suffering from severe pain. Use the graph to determine whether the following statement makes sense. U Smokers 86% 14% == Suffer Severe Pain 7% 93% a Percentage of Adults Suffering from Severe Pain Smokers Nonsmokers 14% Severe Pain 0 hp 7% A. The statement does not make sense. Adding a third circle for nonsmokers would not add any new information to the diagram and would not constitute an improvement. 5% 10% 15% 20% Percentage of Adults I represented the data for severe pain using the Venn diagram shown on the left. Then I improved the Venn diagram by adding a third circle for nonsmokers. OB. The statement makes sense. Adding a third circle for nonsmokers gives a better representation of the data and improves the Venn diagram. OC. The statement does not make sense. It is not possible to add a third circle for nonsmokers to the Venn diagram. 87°F Clear
Transcribed Image Text:100 The bar graph on the right shows the percentage of smokers and nonsmokers suffering from severe pain. Use the graph to determine whether the following statement makes sense. U Smokers 86% 14% == Suffer Severe Pain 7% 93% a Percentage of Adults Suffering from Severe Pain Smokers Nonsmokers 14% Severe Pain 0 hp 7% A. The statement does not make sense. Adding a third circle for nonsmokers would not add any new information to the diagram and would not constitute an improvement. 5% 10% 15% 20% Percentage of Adults I represented the data for severe pain using the Venn diagram shown on the left. Then I improved the Venn diagram by adding a third circle for nonsmokers. OB. The statement makes sense. Adding a third circle for nonsmokers gives a better representation of the data and improves the Venn diagram. OC. The statement does not make sense. It is not possible to add a third circle for nonsmokers to the Venn diagram. 87°F Clear
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