Suppose that the equations for supply and demand are given as follows: QD = 120 – 3p Qs = 30 At the equilibrium price and quantity, what is producer surplus? a. $450 b. 600 c. $900 d. $1200
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- Don't use pen or paper Suppose market demand and supply are characterized by the following equations: p = 12 - 0.4 Qd p = 2 + 0.4 Qs When the market clears, what is the economic surplus? (Round your answer to one decimal place.)Consider a free market with demand equal to Q = 1,200 – 10P and supply equal to Q = 20P. A. What is the value of consumer surplus? What is the value of producer surplus? What is the total surplus? B. Now the government imposes a $10 per unit subsidy on the production of the good. What is the consumer surplus now? The producer surplus? Why there is a deadweight loss associated with the subsidy, and what is the size of this lossSuppose the demand for pickles on The Citadel is Qd=500-4P, and the supply is Qs=6P. Assume this market is perfectly competitive. How much consumer surplus is created by this market after the tax? How much producer surplus?
- Market demand for Mandrake roots is given by Q=305-2P and marketsupply is given by Q=5P. The market is initially in equilibrium.The government imposes a price ceiling of $9. What is the CHANGE in Producer Surplus due to the price ceiling?Assume competitive markets.The supply curve for product X is given by QXS = -300 + 10PX .a. Find the inverse supply curve.P = ___ + ___ Qb. How much surplus do producers receive when Qx = 300? When Qx = 800?When QX = 300: $ ___When QX = 800: $ ___Consider a market where demand and supply satisfy the following equations QD = 12 – 2 P, QS = 2P. Find the current equilibrium price and quantity What is the total producer surplus if the market is in equilibrium? The government is considering a minimum price policy to increase producer surplus. Explain by means of graphs how the introduction of a price floor can increase producer surplus. Find the (optimal) price floor that maximizes producer surplus.
- The demand curve for product X is given by QXd = 420 − 4PX.a. Find the inverse demand curve. Instruction: Enter all values as integers, or if needed, as a decimal. PX = − QXdInstructions: Enter your responses to the nearest penny (two decimal places).b. How much consumer surplus do consumers receive when Px = $50?$ c. How much consumer surplus do consumers receive when Px = $25?$ d. In general, what happens to the level of consumer surplus as the price of a good falls?The level of consumer surplus as the price of a good falls.Consider a free market with demand equal to Q = 800 − 10P and supply equal to Q = 10P. What is the value of consumer surplus? What is the value of producer surplus?The supply curve for product X is given by QXS = -400 + 10PX .a. Find the inverse supply curve.P = b. How much surplus do producers receive when Qx = 500? When Qx = 1,250?When QX = 500: ?When QX = 1,250: ?
- Given the following equations: P = 450 - 50Qd Inverse Demand Qd = 9 - .02P Regular Demand P=50+50Qs Inverse Supply Qs=-1+0.02P Regular Supply a. What is the equilibrium in this market? b. Find the consumer surplus at equilibrium c. Find the producer surplus d. Find the social surplusFind the consumer surplus, producer surplus and total surplus, given the following: Demand: ? = −?^2 − 8? + 70Supply: ? = ?^2 − 2? + 14q)33The demand curve for a certain product is given by p(q) = 551 -q^2. The supply curve is given by p(g) = 1.3q^2. Find the producer surplus at equilibrium. The producer surplus at equilibrium is blank If necessary, round to two decimal places. Do not include units.