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Question: Consider that the current world price for copper ore it's $3.90 per pound. Suppose that domestic market for copper ore in Chile is described by the following demand and supply equation respectively P = 7.20 - 0.015 Q and P = 0.8 + 0.025 Q where P is the price per pound measured in dollars and Q is the quantity measured in thousands of pounds per month. Similarly suppose that the domestic market for copper ore in Japan is described by the following demand and supply equations P = 5.40 - 0.02 Q and P = 0.6 + 0.04 Q where P is the price per pound measured in dollars and Q is the quantity measured in thousands of pounds per month. what is the quantity of copper ore (thousand pounds per month) bought by consumers in Chile.
Find the solution using the mathematical equivalence formulae (such as F=P(1+i)n), substitute and solve (with your calculator - not with the tables) for the final answer? Solve by using the proper equivalence expressions (such as F = P(F/P, i, n))..
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