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Clothing items are categorized according to the state in which they were produced and whether they were for home (H), garden (G), or personal (P). HGP New York 23 6 6 California 11 11 6 Use side-by-side pie charts to describe the given data. New York California New York California 38.2% 57.9% 57.9% 38.2% 38.2% 38.2% 23.5% 21.1% 21.1% 23.5% 21.1% 21.1% New York California New York California 65.7% 39.3% 39.3% 65.7% 17.1% 39.3% 39.3% 17.1% 21.4% 21.4% 17.1% 17.1%

Clothing items are categorized according to the state in which they were produced and whether they were for home (H), garden (G), or personal (P). HGP New York 23 6 6 California 11 11 6 Use side-by-side pie charts to describe the given data. New York California New York California 38.2% 57.9% 57.9% 38.2% 38.2% 38.2% 23.5% 21.1% 21.1% 23.5% 21.1% 21.1% New York California New York California 65.7% 39.3% 39.3% 65.7% 17.1% 39.3% 39.3% 17.1% 21.4% 21.4% 17.1% 17.1%

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
Section10.6: Summarizing Categorical Data
Problem 10CYU
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Clothing items are categorized according to the state in which they were produced and whether they were for home (H), garden (G), or personal (P). HGP New York 23 6 6 California 11 11 6 Use side-by-side pie charts to describe the given data. New York California New York California 38.2% 57.9% 57.9% 38.2% 38.2% 38.2% 23.5% 21.1% 21.1% 23.5% 21.1% 21.1% New York California New York California 65.7% 39.3% 39.3% 65.7% 17.1% 39.3% 39.3% 17.1% 21.4% 21.4% 17.1% 17.1%
Transcribed Image Text:Clothing items are categorized according to the state in which they were produced and whether they were for home (H), garden (G), or personal (P). HGP New York 23 6 6 California 11 11 6 Use side-by-side pie charts to describe the given data. New York California New York California 38.2% 57.9% 57.9% 38.2% 38.2% 38.2% 23.5% 21.1% 21.1% 23.5% 21.1% 21.1% New York California New York California 65.7% 39.3% 39.3% 65.7% 17.1% 39.3% 39.3% 17.1% 21.4% 21.4% 17.1% 17.1%
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