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A swimming pool company is selling pools and offers building pools from 1 foot to 15 feet deep. The volume, V, of a particular rectangular swimming pool can be modelled by the function y- d(50- 3d)? where d is the depth of the pool in feet. To the nearest cubic foot, the maximum volume that the swimming pool could be is 6173

A swimming pool company is selling pools and offers building pools from 1 foot to 15 feet deep. The volume, V, of a particular rectangular swimming pool can be modelled by the function y- d(50- 3d)? where d is the depth of the pool in feet. To the nearest cubic foot, the maximum volume that the swimming pool could be is 6173

Elementary Algebra
Elementary Algebra
17th Edition
ISBN:9780998625713
Author:Lynn Marecek, MaryAnne Anthony-Smith
Publisher:Lynn Marecek, MaryAnne Anthony-Smith
Chapter8: Rational Expressions And Equations
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A swimming pool company is selling pools and offers building pools from 1 foot to 15 feet deep. The volume, V, of a particular rectangular swimming pool can be modelled by the function y= d(50-3d) where d is the depth of the pool in feet. To the nearest cubic foot, the maximum volume that the swimming pool could be is 6173
Transcribed Image Text:A swimming pool company is selling pools and offers building pools from 1 foot to 15 feet deep. The volume, V, of a particular rectangular swimming pool can be modelled by the function y= d(50-3d) where d is the depth of the pool in feet. To the nearest cubic foot, the maximum volume that the swimming pool could be is 6173
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