A company mixes different amounts of bluepaint with yellow paint in a ratio of 2 to 5 tomake a green paint. For each of the followingfractions, interpret the fraction in two ways interms of the company's paint mixtures (but notas ratios). Use double or triple number lines andstrip diagrams as supports.2/5; 5/2; 2/7; 5/7 DUE 1147.3 Textbook Problems (p305-304, t's1,2,3118/22HEIPOA company mixes different amounts of blue paint wlyellow paint inaralio of 2 H5to make green pant. For each of following fradions, interpet the feation in tuaways in terms of the company's paint mixlures (hyt nat asnumber lines strip diagrams as support. ,2,5,72 blue paits -S yellow parts2blue parts7 tolal partsratios).Use dableS yelampurts2 blue partsG yellow parts71olel portsPP A company mixes different amounts of bluepaint with yellow paint in a ratio of 2 to 5 tomake a green paint. For each of the followingfractions, interpret the fraction in two ways interms of the company's paint mixtures (but notas ratios). Use double or triple number lines andstrip diagrams as supports.29

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A company mixes different amounts of blue paint with yellow paint in a ratio of 2 to 5 to make a green paint. For each of the following fractions, interpret the fraction in two ways in terms of the company's paint mixtures (but not as ratios). Use double or triple number lines and strip diagrams as supports. 2/5; 5/2; 2/7; 5/7

A company mixes different amounts of blue paint with yellow paint in a ratio of 2 to 5 to make a green paint. For each of the following fractions, interpret the fraction in two ways in terms of the company's paint mixtures (but not as ratios). Use double or triple number lines and strip diagrams as supports. 2/5; 5/2; 2/7; 5/7

Mathematics For Machine Technology

8th Edition

ISBN:9781337798310

Author:Peterson, John.

Publisher:Peterson, John.

Chapter20: Ratio And Propor Tion

Section: Chapter Questions

Problem 44A

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