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Suppose the equilibrium price in the market is $100 and the marginal revenue associated with the linear (inverse) demand function is $50
Suppose the equilibrium price in the market is $100 and the marginal revenue associated with the linear (inverse) demand function is $50. Then we know that the own price elasticity of demand is:
Select One (show work):
a. 2
b. 1
c. It cannot be determined from the information contained in the question
d. -2
Expert Solution
Here,
The formula to calculate Marginal Revenue(MR) is given by:
MR= P(1-(1-(1/E1)))
E1 is the own price elasticity of demand.
Given that,
Price(p)= 100
MR=50
So, we can write,
50=1001-{1-(1/e)}
Suppose that e is the own price elasticity of demand
or, 1/2= 1-(1/E)
or, 1/e=1/2
or, e=2
Hence the required own price elasticity of demand equals to 2.
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