In a perfectly competitive market, there are two types of consumers in the market with inverse demand p = 26-q and p = 16-q. The supply function is qp. What is the consumer surplus (in dollars)? a. 94 O O O O b. 84 c. 64 O d. 74
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- Q4) Assume a market of a specific good. The demand and supply equation is as shown below: Pp = 70 – 3QD Ps = 5 + 20s The demand price elasticities is inelastic. From the firms' perspective, the revenue would be higher if price increases. Let's assume that the market is currently not at the equilibrium with the market price being higher by 2 units than the equilibrium price. 1. Find the market quantity 2. Find the new Consumer Surplus 3. Find the new Producer SurplusThe demand for a certain company's e-reader can be approximated by 780 9= - 1 million units per year (60 ≤ p ≤ 400), Р where p is the price charged by the company. Assume that the company is prepared to supply q=0.0195p 1 million units per year (60 ≤ p ≤ 400) at a price of $p per unit. (a) Calculate the equilibrium price and equilibrium demand. equilibrium price $ equilibrium demand 12 10 (b) Graph the demand and supply functions to confirm your answer in part (a) graphically. A graphing calculator is recommended. 9 q 8 6 4 2 Need Help? - 100 Submit Answer Read It 200 300 400 Master it 500 million e-readers per year P 12 10 8 6 2 100 200 300 400 500 Р ℗ q 12 10 8 2 100 200 300 400 500 Р 3 q 12 10 8 (c) Estimate, to the nearest 0.1 million units, the surplus or shortage of e-readers if the price is set at $73. (Round your answer to one decimal place.) There would be a -Select-- of million e-readers. 6 2 100 Home My Assignments 200 300 400 Request Extension 300 Р 6 Copyright © 1998-3034…1. Let (inverse) demand be Pb = 110-7 Qb and (inverse) supply be Pv = 32 + 3 Qv. Consider the shift in demand illustrated (the intercept of Pb moves by 10), what is the ORIGINAL quantity traded ? Answer: your answer Price ($) $ 120 $100 $80 $ 60 $40 $ 20 $0 $-20 0 2 Demand 4 S Submit Supply 6 8 Quantity Eqm 10 D + shift 12 14 16
- DROP OFF BU rEDAY @UPM 27 9. DEADWEIGHT LOSS WITH PRICE CONTROLS If an equilibrium position is less than perfectly efficient, the loss in total surplus (CS + PS) is termed "deadweight loss." If D and S are linear, then DWL is measured as the area a triangle, the "loss triangle." The area of a triangle is half of (base X height). > Suppose that demand and supply equations in a competitive market are: Demand: P = 30 – 0.6Q Supply: P = 6 + 0.4Q a. Compute the market equilibrium. (Q*, P*) = ( b. Calculate consumer surplus and producer surplus at the market equilibrium. Producer surplus (PS) is the area above the supply curve and below the price. CS* = PS* = C. Suppose that a price floor of Pr = 24 is imposed by the government. Find the equilibrium quantity with the price floor. Then calculate consumer surplus, producer surplus, and deadweight loss at the regulated equilibrium. CSt = PS = DWL =The price-demand equation for a particular flashlight is given by p = 118 - 0.002x, where x is the number of flashlights demanded when the price is p dollars each. The flashlight manufacturers will produce no flashlights if the price is $79 or less, and they will market 5,500 flashlights when the price is $101 per flashlight. (Assume the price-supply equation is linear.) (a) Find the consumers' surplus for this commodity. $ (b) Find the producers' surplus for this commodity. $Solve a Consumers' or Producers' Surplus Problem. A sports watch has a price-demand equation given by p= D(z) = 40-2-0174176a dollars, which gives the price per watch when a watches are demanded. The price-supply equation for the watch is given by p= S(x) = 0.6z+4 dollars, which gives the price per watch when z watches are supplied. If the equilibrium quantity is 11, find the consumers' surplus and the producers' surplus. The consumers' surplus is. (Your answer must begin with S.) The producers' surplus is Your answer must begin with $.)
- A firm's inverse supply for a good is given by p = 4.00 + (4.00 × q). Assuming that there are enough buyers to meet the firm's supply, if the per-unit price increases from p = 18.00 to p = 23.50, what is the firm's change in producer's surplus? (Round to the nearest two decimals if necessary.) 2nd attempt A firm's inverse supply for a good is given by p = 4.00 + (4.00 × q). Assuming that there are enough buyers to meet the firm's supply, if the per-unit price increases from p = 18.00 to p = 23.50, what is the firm's change in producer's surplus? O 19.99 (Round to the nearest two decimals if necessary.) 1st attempt A firm's inverse supply for a good is given by p = 4.00 + (4.00 × q). Assuming that there are enough buyers to meet the firm's supply, if the per-unit price increases from p = 18.00 to p = 23.50, what is the firm's change in producer's surplus? O 15.47 (Round to the nearest two decimals if necessary.)Consider the demand ftunction for processed pork in Canada, Q, = 796.00 - 37p • 20p, + 3p. + 0.002Y %3D The supply function for processed pork in Canada is: Q = 363.00 + 54p - 60ph pis the price of pork Pp is the price of beof = $4 per kg Q is the quantity of pork demanded Pe is the price of chicken = $3 per kg Y is the income of consumers = $12,500 Ph is the price of a hog = $1.50 per kg (measured in millions of kg per year) Solve for the equilibrium price and quantity for pork. The equilibrium price of pork is S and the equilibrium quantity of pork is milion kg per year. (Enter numeric responses using real numbers rounded up to two decimal places.)Assume that demand in the market for consoles is QD = 1000 - P and supply is QS = 2P - 200. a) In equilibrium, what will be the price of a consoles? How many units will sell at this price? b) What is the value of consumer surplus at equilibrium? c) What is the value of producer surplus at equilibrium? d) Suppose that the government imposed a $300 price ceiling on consoles. How many units are sold? e) What is consumer surplus now? What is producer surplus? What is the "deadweight İoss" from this policy?
- 1. Congratulations, you've been hired as a market analyst for the Federation of Quebec Maple Syrup Producers (QMSP) and you will be responsible for monitoring the market for maple syrup. The market can be described by the following calibrated demand and supply functions: Qd = 1180-20P +2P, (1) (2) Qs = 50P-200 where P is the price of a 16oz bottle of syrup, Pį is the price for a bottle of maple flavored corn syrup, and Qd and Q, are the quantity demanded and the quantity supplied of maple syrup. (a) How much maple syrup should the QMSP be prepared to give away if they decided to give maple syrup to everyone who wants it free of charge as a marketing ploy? (Hint: your answer will depend on Pt) Find the inverse demand and inverse supply equations. Determine the highest price at which suppliers would not be willing to sell any syrup. (b) Assuming that P, = 10, graph (inverse) supply and (inverse) demand for the market with a clearly labeled graph and calculate the equilibrium price (P*)…5. Let (inverse) demand be Pb = 113 - 4 Qb and (inverse) supply be Pv = 29. What price will prevail in the market if it is competitive? Answer: your answer Price ($) Submit $ 120 $100 $80 $ 60 $40 $ 20 $0 Demand 0 10 Supply Quantity 20 Eqm 301. Demand for grain is given by function Qd=9-4P and supply - by function Qs=2P. The government also entered the market and bought 6 units of the grain. Which equilibrium price will be established in this market and how much grain will be sold? 2. Price elasticity of demand and income elasticity of demand are accordingly -0,4 and 1,1. The changes in price and income accordingly amounted to 12% and -5%. Find the percentage change in quantity demanded. 3. Price elasticity of demand, last sale, last price, and initial price accordingly are -1,5; 20; 10; 40. Find the initial sale.