In long run MC is the supply curve as the expansion in production cause no change in total cost of producing good.
P = 500 - 5Q ......(1)
Thus at equilibrium, P = MC
500 - 5Q = 300
200 = 5Q
Q = 40
Thus the consumer surplus is the shaded area whose area is (1/2)
* 40 * (500 - 300) = 4000 while the producer surplus is zero as the
supply curve is horizontal.
3. Given the following, find Q'. P = 200 - 3Q MC = 3Q FC = 0
Font El Paragraph Paragraph Font cal styles 6. Given the following, find the DWL. P = 120 - 10Q MC = 20 FC = 0
3. (8 points) Consider a duopoly with a market demand curve given by p- 300 - 3Y (a) (4 points) Suppose that each firm has constant marginal costs MC 100 and fixed costs FC- 50. Derive each firm's reaction function (b) (2 points) Using the same MC and FC values as in part (a), find the equilibrium price and quantities for each firm (e) (2 points) Calculate the total proft of each firm.
3. (8 points) Consider a duopoly with...
Question 20
FC ($) VC (5) MC (5) Quantity of flowers 100 200 300 400 500 600 60 90 10.4 180 10.7 17. What is the marginal cost of producing a flower as output increases from 100 to 2007 a. $0.25 b. $0.55 C. $25 d. $50 18. What is the total cost of producing 600 flowers? a. $220 b. $240 C. $250 d. $270 19. If the market equilibrium price of flowers is $0.40, what number of flowers will...
Find FC, VC, TC, AFC, AVC, ATC, and MC from the following table. Capital costs $50 per unit, and two units of capital are used in the short run. Labor costs $20 per unit. 7. Total Cost Average Average Marginal Variable Cost |(MC) Fixed Units of Units of Variable Average Fixed Labor (L) Cost (FC) Cost (VC) (TC) Total Cost Output (ATC) (Q) Cost Cost (AFC) (AVC) 0 0 1 2 2 4 3 6 4 8 10
Q FC VC TC AFC AVC ATC MC 0 15 000 0 15 000 - - - - 100 15 000 15 000 30 000 150 150 300 15 000 200 15 000 25 000 40 000 75 125 200 10 000 300 15 000 37 500 52 500 50 125 175 12 500 400 15 000 75 000 90 000 375 187.5 225 37 500 500 15 000 147 500 162 500 30 295 325 72500 600 15 000...
Numerical Problem Monopoly A monopoly firm faces a demand curve given by the following equation: P=$500-100 solve for P: where Q equals quantity 0 to 40 by 4s Its MC curve is constant at MC=$140 per day. [MC is a horzontal curve) Assume that the firm faces no fixed cost. (Therefore TC=$140*Q] Demand Curve (Average Revenue) Q=($500-PV10 P=$500-100 units per day price per unit TR=PxQTC =TR-TC MR MC SO $1,840 0 560 $0 $1,280 - 460 140 20 $500 $460...
Given the below table: Q FC VC TC AFC AVC ATC MC 0 120 1 180 2 220 3 270 4 360 5 470 6 600 Complete the table. Draw the diagram with the curves of TC, VC and FC. Draw the diagram of the curves of ATC, AVC and AFC.
The market demand and supply is described by the following equations: Q = 100 - P Q=2P - 20 1) Find the market equilibrium 2) What is the CS, PS, and W in this market? 3) Assume that the government introduces a subsidy of 15$ per unit to the supply. What is the new equilibrium? 4) Find the change in CS, PS, and W. Is there Dead Weight Loss? if so, of how much?. 5) What does this tell you...
3. (20 pts.) Jack has three coins C1. C2, and Cs with p. Pp2, and ps as their corresponding p1, p2, and p3 as their corresponding 3 Wit probabilities of landing heads. Jack flips coin C1 twice and then decides, based on the outcomes, whether to flip coin C2 or C3 next: if the two C1 flips come out the same, Jack flips coin C2 three times; if the two C1 flips come out different, Jack flips coin C3 three...