Question

9 of 13 Test Score: 63.43%, 39.32 of 62 pts 4.6.21-BE A company manufactures and sole x television sets per month. The monthly cost and prion demand equations are C(x) = 72,000 * 60x and p(x) = 300 - Osxs 9000 (A) Find the maximum revenue (6) Find the maximum profit, the production level that will realize the maximum profit, and the price the company should charge for each inlevision set Cif the government decides to tax the company 58 for each set produces how many sets should the company manufacture each month to maximize its profit? What is the maximum profit? What should the company charge for each set? (A) The maximum revenue is $ 675,000 (Type an integer or a decimal.) (B) The maximum profit is $360,000 when 3600 sets are manufactured and sold for 5 180 each (Type Integers or decimale) (C) When each set is taxed at 56, the maximum profit is 5 398,670.00 wen 3610 sets we manufactured and sold for 18 each. (Type integers or decimals) You wered: 1.160,010

Answer 1

Ary coot 77000 +603 OSX49000 Proc?. 300-32 30 & when each set is tanced at $6 C00023 72000 + 60x+ 6X 72000+ 660 P(x)=) a prop - cc) 3003- 2? (72000+6606) 30 2 - 23434 -72000 30 de 234-24 ड (a 3510 POOO) = 3002- x? 72000 - 6636 30 9 23443510 - (3 510)? (3 510)? 72000 30 PC3) 0 31 183 330670 Placa 300-3:510 30 taxed js 6$, the maximum profit is $338670 .when 3520 sets are manufactwed and sold for $ 783 each Any