Consider a hypothetical market for copper (q), where q is measured in 1000 tons. Suppose the supply of virgin copper is Sv = 10+5q. Suppose that the supply for recycled copper is Sr = 15+2.5q. Demand for copper is P = 65 - 1.5q. Note, buyers don't distinguish between recycled and virgin copper. The equilibrium price and output for copper is (hint: draw a graph) q=8.46, p = $52.31. q=0, p = $65. q=12.50, p = $46.25.

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Chapter1: Making Economics Decisions
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Consider a hypothetical market for copper (q), where q is measured in 1000 tons.
Suppose the supply of virgin copper is Sv = 10+5q. Suppose that the supply for recycled
copper is Sr = 15+2.5q. Demand for copper is P = 65 - 1.5q. Note, buyers don't
distinguish between recycled and virgin copper.
The equilibrium price and output for copper is (hint: draw a graph)
q=8.46, p = $52.31.
q=0, p = $65.
q=12.50, p = $46.25.
O q=4.44, p = $58.33.
Transcribed Image Text:Consider a hypothetical market for copper (q), where q is measured in 1000 tons. Suppose the supply of virgin copper is Sv = 10+5q. Suppose that the supply for recycled copper is Sr = 15+2.5q. Demand for copper is P = 65 - 1.5q. Note, buyers don't distinguish between recycled and virgin copper. The equilibrium price and output for copper is (hint: draw a graph) q=8.46, p = $52.31. q=0, p = $65. q=12.50, p = $46.25. O q=4.44, p = $58.33.
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