Suppose gold (G) and silver (S) are substitutes for each other because both serve as hedges against inflation. Suppose also that the supplies of both are fixed in the short run (Q = 90 and Q = 300)...


Suppose gold (G) and silver (S) are substitutes for each other because both serve as hedges against inflation. Suppose also that the supplies of both are fixed in the short run<br>(Q = 90 and Q = 300) and that the demands for gold and silver are given by the following equations:<br>PG = 990 - Qg +0.50PS<br>and<br>Ps = 630 -Qs +0.50PG<br>What the the equilibrium prices of gold and silver?<br>The equilibrium price of gold is $ 1420 and the equlibrium price of siliver is $ 1040. (Enter your responses rounded to two decimal places.)<br>What if a new discovery of gold doubles the quantity supplied to 180? How will this discovery affect the prices of both gold and silver?<br>The equilibrium price of gold will be $ and the equlibrium price of siliver will be $<br>

Extracted text: Suppose gold (G) and silver (S) are substitutes for each other because both serve as hedges against inflation. Suppose also that the supplies of both are fixed in the short run (Q = 90 and Q = 300) and that the demands for gold and silver are given by the following equations: PG = 990 - Qg +0.50PS and Ps = 630 -Qs +0.50PG What the the equilibrium prices of gold and silver? The equilibrium price of gold is $ 1420 and the equlibrium price of siliver is $ 1040. (Enter your responses rounded to two decimal places.) What if a new discovery of gold doubles the quantity supplied to 180? How will this discovery affect the prices of both gold and silver? The equilibrium price of gold will be $ and the equlibrium price of siliver will be $

Jun 08, 2022
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