Assume that the number of barbeque dinners that can be sold, x can be related to the price charged, by the equation p(x)=9-0.03x, Osxs300 Find the Revenue function, then use the marginal revenue function to estimate the revenue obtained from selling the 101st barbeque dinner. Rix-0.03y2+ Qy 101st dim

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Chapter4: Polynomial And Rational Functions
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Assume that the number of barbeque dinners that can be sold, x can be
related to the price charged, by the equation p(x)=9-0.03x, Osxs300
Find the Revenue function, then use the marginal revenue function to
estimate the revenue obtained from selling the 101st barbeque dinner.
ORX) = -0.03x2+9x, 101st diner is approximately $600
OR) = -0.03x2 + 9x, 101st diner is approximately $3
O R(x) - 2700 -9x, 101st diner is approximately $9
O Rix) - 2700 -9x, 101s diner is approximately $1791
Transcribed Image Text:Assume that the number of barbeque dinners that can be sold, x can be related to the price charged, by the equation p(x)=9-0.03x, Osxs300 Find the Revenue function, then use the marginal revenue function to estimate the revenue obtained from selling the 101st barbeque dinner. ORX) = -0.03x2+9x, 101st diner is approximately $600 OR) = -0.03x2 + 9x, 101st diner is approximately $3 O R(x) - 2700 -9x, 101st diner is approximately $9 O Rix) - 2700 -9x, 101s diner is approximately $1791
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