The demand and supply functions of good are given by P = -Qd+ 125, 2P = 3Qs + 30. Determine the equilibrium price and quantity. Determine also the effect on the market equilibrium if the government decides to impose a fixed tax of £5 on each good. Who pays the tax?
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- Suppose you learned that the price elasticity of demand for wheat is 0.7 between the current price for wheat and a price 2 higher per bushel. Do you think that farmers collectively would try to reduce the supply of wheat and drive the price up 2 higher per bushel? Explain your answer. Assuming that they would try to reduce supply, what problems might they have in actually doing so?The demand and supply equations for a product are: Q= 300 — 6P and Q.= -40 + 6P. Determine the market equilibrium and draw graphs. Suppose that the government decides to impose a flat tax of 10% on each unit sold. Show that the price that consumers pay would be the same if the government imposed a tax of Rs. 1.70 per unit sold. Draw graphs and Also calculate the total revenue earned by sellers before and after the tax, the tax revenue raised by the government, changes in consumer and producer surplus, and deadweight loss.The demand and supply equations for a product are: Q"= 300 – 6P and Q' = -40 + 6P. Determine the market equilibrium and draw graphs. Suppose that the government decides to impose a flat tax of 10% on each unit sold. Show that the price that consumers pay would be the same if the government imposed a tax of Rs. 1.70 per unit sold. Draw graphs and explain. • Also calculate the total revenue earned by sellers before and after the tax, the tax revenue raised by the government, changes in consumer and producers surplus and dead weight loss.
- The demand and supply equations for a product are: Qd = 300 - 6P and Qs = -40 + 6P. Determine the market equilibrium and draw graphs. Suppose that the government decides to impose a flat tax of 10% on each unit sold. Show that the price that consumer pay would be the same if the government imposed a tax of Rs. 1.70 per unit sold. Draw graphs and explain. Also calculate the total revenue earned by sellers before and after the tax, the tax revenue raised by the government, changes in consumer and producers surplus and dead weight loss.The demand and supply equations for a product are: Qd= 300 — 6P and Qs= -40 + 6P. Determine the market equilibrium and draw graphs. Suppose that the government decides to impose a flat tax of 10% on each unit sold. Show that the price that consumers pay would be the same if the government imposed a tax of Rs. 1.70 per unit sold. Draw graphs and explain. Also calculate the total revenue earned by sellers before and after the tax, the tax revenue raised by the government, changes in consumer and producers surplus, and deadweight lossThe demand and supply equations for a product are: Q^d=300-6p and Q^x=-40+6p. . Determine the market Equilibrium and draw graphs. Suppose that the government decides to impose a flat tax of 10% on each unit sold. Show that the price that consumers pay would be the same if the government imposed a tax of Rs. 1.70 per unit sold. Draw graph and explain . Also calculate the total revenue earned by sellers before and after the tax, the tax revenue raised by the government, changes in consumer and producers surplus and dead weight loss
- The demand and supply equations for a product are: Q* = 0.2 300 – 6P and Q' = -40 + 6P. Determine the market equilibrium and draw graphs. Suppose that the government decides to impose a flat tax of 10% on each unit sold. Show that the price that consumers pay would be the same if the government imposed a tax of Rs. 1.70 per unit sold. Draw graphs and explain. Also calculate the total revenue earned by sellers before and after the tax, the tax revenue raised by the government, changes in consumer and producers surplus and dead weight loss.Suppose you are given the following information: Qs = 100 + 3P Qd = 400 – 2P where Qsis the quantity supplied, Qdis the quantity demanded and P is price. 1. Now suppose that a tax is placed on buyers so that Qd = 400 – (2P + T) where T istaxes. If T = 15, solve for the new equilibrium price and quantity. (Note: You aresolving for the equilibrium price for sellers and buyers)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.)
- Suppose demand and supply are given by? = 500-2P and ? =-100+3Pa) Which function is the demand function and why?b) Compute the equilibrium price and quantity in this market?c) Compute the consumer surplus and producer surplus.d) Suppose a GHC 1 exercise tax is imposed on the good. Determine the new equilibrium price and quantity.e) Compute the tax revenue to the government. f) Compute the deadweight loss resulting from the tax.a) What is the Equilibrium Price and Equilibrium Quantity b) If the government imposes a $15 per unit tax on sellers on this good what is the new quantity sold in units, how much will the buyers pay, how much will sellers receive?, and how much will the government receive in tax revenue? c) What is the price elasticity of demand and over this price change? What about the supply? d) Based on the elasticities calculated above, who will bear a greater burden from the tax? Why?Suppose demand for good X is given by QD = 900- 1/2P where p is the price and QD the quantity demanded. Supply is given by QS = 1/4P. a) Suppose 60 TL tax is imposed on each unit of X that is purchased. What are the equilibrium price and quantity of X after the tax is imposed?