contracts Montevideo signs per month, is 6 contracts. This is down 3 contracts from the figure last year, when your company charged only $2,100. (a) Construct a linear demand equation giving the number of contracts q as a function of the hourly fee p Montevideo charges for development. q(p) = (b) On average, Montevideo bills for 40 hours f production time on each contract. Give a formula for the total revenue obtained by charging sp per hour. R(P) = (c) The costs to Montevideo Productions are estimated as follows. Fixed costs: $110,000 per month Variable costs: $50,000 per contract Express Montevideo Productions' monthly cost as a function of the number q of contracts. C(q) = Express Montevideo Productions' monthly cost as a function of the hourly production charge p. C(p) = (d) Express Montevideo Productions' monthly profit as a function of the hourly development fee p. P(p) = Find the price it should charge to maximize the profit (in dollars per hour). per hour p=s
contracts Montevideo signs per month, is 6 contracts. This is down 3 contracts from the figure last year, when your company charged only $2,100. (a) Construct a linear demand equation giving the number of contracts q as a function of the hourly fee p Montevideo charges for development. q(p) = (b) On average, Montevideo bills for 40 hours f production time on each contract. Give a formula for the total revenue obtained by charging sp per hour. R(P) = (c) The costs to Montevideo Productions are estimated as follows. Fixed costs: $110,000 per month Variable costs: $50,000 per contract Express Montevideo Productions' monthly cost as a function of the number q of contracts. C(q) = Express Montevideo Productions' monthly cost as a function of the hourly production charge p. C(p) = (d) Express Montevideo Productions' monthly profit as a function of the hourly development fee p. P(p) = Find the price it should charge to maximize the profit (in dollars per hour). per hour p=s
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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