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R(x)=4,000x-100x^(2) (a) Find the maginal revenue R(x) . R(x)= (b) Compute the following values. R^(')(19)= R(20)= R^(')(21)= (c) Based on the results
R(x)=4,000x-100x^(2)\ (a) Find the maginal revenue
R(x).\
R(x)=\ (b) Compute the following values.\
R^(')(19)=\ R(20)=\ R^(')(21)=\ (c) Based on the results of part (b), what prioe (0n dollars) should the airline charge in ender to maximize their revenue?\
$ 
R(x)=4,000x100x2 (a) Find the marginal revenue R(x). A(x)= (b) Compute the following values. R(19)=R(20)=R(21)= (c) Based on the results of part (b). What price on dollars) should the airline charge in order to maximize their revenue
R(x)=4,000x-100x^(2)\ (a) Find the maginal revenue
R(x).\
R(x)=\ (b) Compute the following values.\
R^(')(19)=\ R(20)=\ R^(')(21)=\ (c) Based on the results of part (b), what prioe (0n dollars) should the airline charge in ender to maximize their revenue?\
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Conducting Church Audits A Guide For Internal Auditors
Authors: Jeremy W Odom
1st Edition
0997095628, 978-0997095623
