Consider the following equations: SUPPLY: Q=10+2P DEMAND: Q=60-3P
b) If the government imposes a ceiling price (P max) of $8.50 per unit. Would it result in a shortage or a surplus or a surplus? Show in the graph.
Ans: Shortage
Explanation:
Quantity demand = 60 - 3P
Quantity supply = 10 + 2P
At equilibrium , Quantity demand = Quantity supply
60 - 3P = 10 + 2P
5P = 60 -10
P = 50 / 5 = 10
Equilibrium quantity = 10 + 2P = 10 + ( 2 *10) = 10 + 20 = 30
If the government imposes a ceiling price (P max) of $8.50 per unit then there will be shortage. It is shown in the following figure. At ceiling price (P max) of $8.50 per unit , quantity supply is less than quantity demand. It is because, the producers supply less at lower price ( less than equilibrium price ). As a result , there is shortage of that product.
Consider the following equations: SUPPLY: Q=10+2P DEMAND: Q=60-3P b) If the government imposes a ceiling price...
Consider the following equations: SUPPLY: Q=10+2P DEMAND: Q=60-3P d) The government imposes a tax of 2 dollars per unit produced to the suppliers. Compute the new equation and graph.
Consider the following equations: SUPPLY: Q=10+2P DEMAND: Q=60-3P a) Compute the consumer's surplus at equilibrium. Show it on a graph.
Consider a market where supply and demand are given by Q(s) = -10 + 3P(x) and Q(d) = 130 – 2P(x) where P(x) is the price of good X. Assume that the government imposes a price ceiling of $50. What is the impact on the market (make sure to calculate the appropriate surplus or shortage, if needed)?
Consider the following equations: SUPPLY: Q=10+2P DEMAND: Q=60-3P c) Assume there is not enough control from the authorities, so there is a black market. Compute the black market price. Show it on the graph.
5. Consider a market supply and demand represented by the following: Q. = 3P - 60 and la = 800 - 7P. Use this information to answer the following questions. SXZ a. Calculate equilibrium price and quantity. b. What is the consumer surplus? c. If the government imposes an excise tax of $3, what would be the new equilibrium price, quantity? d. What would happen to the consumer surplus?
Use the following demand and supply functions to answer this question; Qd=100-2p; Qs=60+2p ; If a ceiling price of $8 is established by the government, then a new equilibrium price will emerge. a shortage of 84 will result. a shortage of 8 will result. a surplus of 8 will result.
1 Suppose the demand for shoes is given by: QD= 210 -2P. The supply of shoes is given by: QS= 9P -120. Calculate the Gains from Trade (also known as Economic Surplus) that would exist in this market in a competitive equilibrium. 2 Suppose the demand for jackets was given by: QD= 140 -0.4P. The supply of jackets is given by: QS= 4P -80. Suppose the price was $49 per jacket. Calculate whether there is a surplus or shortage of...
The demand and supply curves are given by q=130−3p and q=2p−60, respectively; the equilibrium price is $38 and the equilibrium quantity is 16 units. A sales tax of 2% is imposed on the consumer. (a) Find the equation of the new demand and supply curves. b) Find the new equilibrium price and quantity. (c) How much is paid in taxes on each unit? How much of this is paid by the consumer and how much by the producer? (d) How...
Question 1: In a perfectly competitive market, the demand curve is given as: Q=100-5P, the supply curve is given as Q=3P-12. Compute the total social surplus of this market. If the government impose a tax on the producers, and the tax rate is $2 per unit produced. What is the deadweight loss? If the government impose a tax on the consumers, and the tax rate is $2 per unit purchased, graphically show the change in the market equilibrium and the...
The market demand and supply is described by the following equations QD = 250 - 2P QS 3P 1) Find the market equilibrium. 2) What is the CS, PS, and W in this market? 3) Assume that the government introduces a equilibrium? price ceiling of p = 15. What is the new 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 about the welfare...