Suppose that the potential demand for a piece of software is given by QD(P) = 4,000 -4P. The software will cost $50,000 to develop. Once it is developed, the software can be distributed over the internet.
(a) Assume the software has been developed. Find the profit-maximizing price and quantity if the software producer is a monopolist.
Pm =
Qm =
(b) Find the consumer surplus (CS) at the price and quantity from part (a)
CS =
Assume the software has been developed. Find the equilibrium price and quantity for the software in a competitive market.
PCE =
QCE =
(d) Find the consumer surplus (CS) at the price and quantity from part (c).
CS =
(e) What will the consumer surplus actually be if the software developer knows there will be a competitive market? Explain your answer.
CS =
Suppose that the potential demand for a piece of software is given by QD(P) = 4,000 -4P. The software will cost $50,000 to develop. Once it is developed, the software can be distributed over the internet.
(a) Assume the software has been developed. Find the profit-maximizing price and quantity if the software producer is a monopolist.
Pm =
Qm =
(b) Find the consumer surplus (CS) at the price and quantity from part (a)
CS =
Assume the software has been developed. Find the equilibrium price and quantity for the software in a competitive market.
PCE =
QCE =
(d) Find the consumer surplus (CS) at the price and quantity from part (c).
CS =
(e) What will the consumer surplus actually be if the software developer knows there will be a competitive market? Explain your answer.
CS =