The manufacturer of GRIPPER tires modeled its return to sales from television advertising expenditures in two regions, as follows: Region 1: S, = 30 + 38x1 - 0.8x,? Region 2: S, = 40 + 26x, - 1.3x,? where S, and S, are the sales revenue in millions of dollars and x, and x2 are millions of dollars of expenditures for television advertising. (Round your answers to three decimal places.) (a) What advertising expenditures would maximize sales revenue in each district? Region 1 $ million Region 2 $ million (b) How much money will be needed to maximize sales revenue in both districts? $4 million

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
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Chapter8: Polynomials
Section8.1: Adding And Subtracting Polynomials
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The manufacturer of GRIPPER tires modeled its return to sales from
television advertising expenditures in two regions, as follows:
Region 1: S, = 30 + 38x1 – 0.8x,?
Region 2: S2 = 40 + 26x2 - 1.3x,2
2
where S, and S2 are the sales revenue in millions of dollars and x1 and x2
are millions of dollars of expenditures for television advertising. (Round your
answers to three decimal places.)
(a) What advertising expenditures would maximize sales revenue in
each district?
Region 1
million
Region 2
million
(b) How much money will be needed to maximize sales revenue in both
districts?
$
million
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Transcribed Image Text:The manufacturer of GRIPPER tires modeled its return to sales from television advertising expenditures in two regions, as follows: Region 1: S, = 30 + 38x1 – 0.8x,? Region 2: S2 = 40 + 26x2 - 1.3x,2 2 where S, and S2 are the sales revenue in millions of dollars and x1 and x2 are millions of dollars of expenditures for television advertising. (Round your answers to three decimal places.) (a) What advertising expenditures would maximize sales revenue in each district? Region 1 million Region 2 million (b) How much money will be needed to maximize sales revenue in both districts? $ million Need Help? Read It Watch It
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