7. :Monopoly with a competitive fringe Precious Metals Inc. (PMI) is a near-monopoly supplier of iridium. There is also a competitive fringe of iridium producers. Market demand for iridium is represented by the following function: pP(Q) = 400 – 2Q The fringe producers face marginal extraction costs of MCr(qr) = 30 + 0.5qr while PMI has marginal costs of $20/kg. If the competitive fringe is not participating in the market, the marginal revenue of PMI is MR(Q) = 400 – 4Q If the competitive fringe is participating in the market, the marginal revenue of PMI is MR(Q) = 100 –-Q Note: Prices are measured in dollars/kilogram (S/kg) and quantity is measured in kilograms (kg)
7. :Monopoly with a competitive fringe Precious Metals Inc. (PMI) is a near-monopoly supplier of iridium. There is also a competitive fringe of iridium producers. Market demand for iridium is represented by the following function: pP(Q) = 400 – 2Q The fringe producers face marginal extraction costs of MCr(qr) = 30 + 0.5qr while PMI has marginal costs of $20/kg. If the competitive fringe is not participating in the market, the marginal revenue of PMI is MR(Q) = 400 – 4Q If the competitive fringe is participating in the market, the marginal revenue of PMI is MR(Q) = 100 –-Q Note: Prices are measured in dollars/kilogram (S/kg) and quantity is measured in kilograms (kg)
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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
Transcribed Image Text:7.
: Monopoly with a competitive fringe
Precious Metals Inc. (PMI) is a near-monopoly supplier of iridium. There is also a competitive
fringe of iridium producers. Market demand for iridium is represented by the following
function:
pD (Q) = 400 – 2Q
The fringe producers face marginal extraction costs of MC,(qr) = 30 + 0.5qp while PMI has
marginal costs of $20/kg.
If the competitive fringe is not participating in the market, the marginal revenue of PMI is
MR(Q) = 400 – 4Q
If the competitive fringe is participating in the market, the marginal revenue of PMI is
MR(Q) = 100 – Q
Note: Prices are measured in dollars/kilogram ($/kg) and quantity is measured in kilograms (kg)
Answer the following questions:
a. Calculate the residual demand facing PMI after accounting for the quantity supplied
by the competitive fringe
Answer the following questions:
a. Calculate the residual demand facing PMI after accounting
by the competitive fringe
the quantity supplied
b. Plot the demand and residual demand curves below.
c. If the competitive fringe is not participating in the market, how many kilograms of
iridium will the monopoly extract?
d. Using complete sentences, how does the monopolist force out the competitive fringe?
What is the opportunity cost of that decision to force out the fringe? You may use a
graph to support your answer.
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