Question

In: Economics

In the Australian market for apples, quantity demanded is given by Q = 60 – 2P,...

In the Australian market for apples, quantity demanded is given by Q = 60 – 2P, and quantity supplied is given by Q = 4P, where Q represents millions of apples per year.

Suppose that the government imposes a tax of $6 per apple. After the introduction of the tax, the equilibrium price and quantity will be

Solutions

Expert Solution

Before the tax, 60-2p = 4p

60 = 6p

p = 60/6 = 10

q = 60-2*10 = 40

After the tax, the supply curve will become 4(P-6) = 4P-24

60-2P = 4P-24

60+24 = 6P

84 = 6P

P = 84/6 = 14

Q = 60-2*14 = 32


Related Solutions

1. In the market for onions, quantity demanded is given by Q = 40 – 2P,...
1. In the market for onions, quantity demanded is given by Q = 40 – 2P, and quantity supplied is given by Q = 2P, where Q represents kg of onions. Suppose that the government imposes a price floor equal to $12. This will cause producer surplus to------------. Quiz_Ch5_dul Consider a market where demand is given by P = 16 – Q, and quantity supplied is given by P = Q/3. 2. If the government imposes a $4 per-unit tax...
1. In the market for coffee, quantity demanded is given by Q = 10 - P,...
1. In the market for coffee, quantity demanded is given by Q = 10 - P, and quantity supplied is given by Q = P, where Q represents tonnes of coffee per year. The government has decided to open the economy for international trade and the world price is $3. Following this action, total surplus will ____ by ____. Producer surplus will ____ by ____. Consumer surplus will ____ by ____. 2. In the market for tea, quantity demanded is...
1. In the market for tea, quantity demanded is given Q = 5 – P/2 and...
1. In the market for tea, quantity demanded is given Q = 5 – P/2 and quantity supplied is given by Q = P/2, where Q represents tonnes of tea per year. Suppose that the government provides a subsidy of $2 per ton of tea. After the introduction of the subsidy, the equilibrium price and quantity will be 2. Suppose that weekly demand for wool is given by P = 900 – Q, and supply is given by P =...
The following is the quantity demanded and quantity supplied equation in the market. Qs=2p, Qd=12-p
  The following is the quantity demanded and quantity supplied equation in the market. Qs=2p, Qd=12-p What is the market equilibrium price and supply for the market above? If there was a tax of 6 dollars on firms how much will the firms receive from the buyers ( the price they get) , how much will consumers pay for good, how much will the government make in revenue? What types of goods tend to be inelastic? Should the government tax...
Qs=2p, Qd=12-pThe following is the quantity demanded and quantity supplied ofin a market? (1)...
Qs=2p, Qd=12-pThe following is the quantity demanded and quantity supplied of in a market? (1)What is the market equilibrium price and supply for the market above? (1)If there was a tax of 6 dollars on firms how much will the firms receive from the buyers, how much will consumers pay for good, how much will the government make in revenue? (1)What types of goods tend to be inelastic? Should the government tax these types of goods, Why or why not?...
Quantity demanded as a function of price is given by Q(P)=100-0.5 x P. If the market...
Quantity demanded as a function of price is given by Q(P)=100-0.5 x P. If the market price is P=€150 what is consumer surplus
As in the previous question: Quantity demanded for good A is given by the following: Q(A)...
As in the previous question: Quantity demanded for good A is given by the following: Q(A) = 100 - 0.2P(A) - 0.1P(B)-0.5Y, where P(A) is the price of good A, P(B) is the price of good B, and Y is consumer income. What is the cross price elasticity of demand for good A with respect to a change in the price of good B when Q(A)=2 and P(B)=4? Question 7 options: E=-0.2*P(B)/Q(A)= -0.2*4/2 E=-0.2* Q(A)/ P(B)= -0.2*2/4 E=-0.1* Q(A)/ P(B)=...
Suppose Market demand is given as Qd = 60 – 2P. Market supply is given as...
Suppose Market demand is given as Qd = 60 – 2P. Market supply is given as Qs = 2P Also assume ATC = 0.4Q. a. How many units of the product would the perfectly competitive market supply? What would the equilibrium price be? b. What are the profit maximizing price and quantity if this market is a monopoly? c. Calculate the dead-weight loss created if this market started off as perfectly competitive but then became a monopoly.
The market demand for gasoline can be represented by the equation Q=120-2P, where quantity Q is...
The market demand for gasoline can be represented by the equation Q=120-2P, where quantity Q is measured in gallons/week and price P is measured in dollars per gallon. The supply curve for gasoline, however, depends on whether the time frame is the short run or the long run. A per-gallon tax of $6 is imposed on the gasoline market. a. In the short run, the supply function for gasoline is represented by 80 if P>5 Q = anything between 0...
Assume that the quantity demanded (Q) for a certain good is Q = 1000 − 20p,...
Assume that the quantity demanded (Q) for a certain good is Q = 1000 − 20p, where p is the price in dollars. Assume that 0 ≤ p ≤ 50. (A) Graph the demand curve. Put p on the horizontal (x) axis. (B) Is the demand a monotonic function of p? Is it continuous? Smooth? (C) Find the inverse demand function by solving for p in terms of Q. (D) Graph the demand curve. This time, put p on the...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT