(10 may notice that the slope is the same everywhere on this demand curve. Yet, the elasticities are different everywhere. Why is this? )Above we considered Price Elasticity of Demand. Suppose instead we were interested in understanding how the demand for haircuts was affected by the price of massages. What type of elasticity would measure this? Consider two price points at (a) and (c) for this straight-line demand curve. If prices fell slightly from either of these two prices, Pa and Pc, at which one would expect revenues to increase? Why? (Clue: you can plug in the numbers and see what happens. Remember, Revenue=p*Q)
(10 may notice that the slope is the same everywhere on this demand curve. Yet, the elasticities are different everywhere. Why is this? )Above we considered Price Elasticity of Demand. Suppose instead we were interested in understanding how the demand for haircuts was affected by the price of massages. What type of elasticity would measure this? Consider two price points at (a) and (c) for this straight-line demand curve. If prices fell slightly from either of these two prices, Pa and Pc, at which one would expect revenues to increase? Why? (Clue: you can plug in the numbers and see what happens. Remember, Revenue=p*Q)
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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