1966 Consumers, Producers, and the Efficiency of Markets
69. Given the following two equations:
1) Total Surplus = Consumer Surplus + Producer Surplus
2) Total Surplus = Value to Buyers – Cost to Sellers
Show how equation (1) can be used to derive equation (2).
70. Answer the following questions based on the graph that represents J.R.‘s demand for ribs per
week at Judy’s Rib Shack.
a. At the equilibrium price, how many ribs would J.R. be willing to purchase?
b. How much is J.R. willing to pay for 20 ribs?
c. What is the magnitude of J.R.’s consumer surplus at the equilibrium price?
d. At the equilibrium price, how many ribs would Judy be willing to sell?
e. How high must the price of ribs be for Judy to supply 20 ribs to the market?
f. At the equilibrium price, what is the magnitude of total surplus in the market?
g. If the price of ribs rose to $10, what would happen to J.R.’s consumer surplus?
h. If the price of ribs fell to $5, what would happen to Judy’s producer surplus?
i. Explain why the graph that is shown verifies the fact that the market equilibrium (quantity)
maximizes the sum of producer and consumer surplus.