Suppose EP = -0.5.
-0.5 = %D Q / %D P
If %D P is 10, %D Q = -5, so total expenditures by 5% - Why?
Suppose EP = -1.0.
-1.0 = %D Q / %D P
If %D P is 10, %D Q = -10, so total expenditures are unchanged - Why!
Total expenditure = TE= P*Q
Taking log both sides
LogTE = logP + logQ
Differentiating with respect to time
% change in TE = % change in P + % change in Q
1) change in total expenditure = 10-5= 5%
2) total expenditure = 10-10= 0
When demand ia unit elastic percentage change in quantity demanded is equal to percentage change in price that makes the total expenditure unchanged.
Suppose that a firm's demand curve is given by P 14 0.5 Q What is the profit-maximizing price if total cost is TC 3.Q?
6) Given the Inverse Demand Function P-24-Q. What is Ep at a price of S10? Is Demand Elastic or Inelastic at this price? Should the price be increased or decreased to maximize Total Revenue?
Question 40 (1 point) Suppose P(M) = 0.5, P(N) = 0.5 and P( M and N) = 0 Find P(MorN) 0.25 1.0 0.5 0.0 0.75 Previous Page W
Question 4 (1 point) Suppose P(M) = 0.5, P(N) = 0.5 and P( M and N) = 0 Find P((M and N)) 0.25 0.0 0.5 1.0 0.75 Previous Page Next Page 0 AM
Question 3: Suppose that the demand equation: P- 10-Q and supply equation: P Q a. Calculate the equilibrium price and quantity b. Calculate the consumer surplus, producer surplus and total surplus at equilibriunm Suppose the government imposes a tax of $2 for each unit bought. Derive the new equilibrium price that consumers pay, the price that firms receive, and quantity c. d. Calculate the deadweight loss of this tax. e. In a diagram, show the equilibrium in part a and...
Problem 1. Suppose the market demand is given by D(P) = 10 – 2p and the market supply is given by S(p) = 3p - 5. 1. Draw the supply and demand curves. Determine the equilibrium price p* and the equilibrium output x*. Determine CS, PS, and TS. 2. Explain why TS is maximized at the equilibrium price p*. 3. Suppose government imposed a $0.5 quantity tax. Determine the equilibrium price and the equilibrium output after the tax. Also, determine...
1.) Suppose the price elasticity of demand for bread is 2.00. If the price of bread falls by 10%, the quantity demanded will increase by: a. 2 percent and total expenditures on bread will rise. b. 2 percent and total expenditures on bread will fall. c. 20 percent and total expenditures on bread will rise. d. 20 percent and total expenditures on bread will fall. e. 20 percent and total expenditures on bread will be unchanged. 2.) Suppose that a...
Tax Problem:
Suppose the demand curve for a good is given by Q D = 10 - 2P and
the supply curve is given by
Q S = -2 + P.
a) (4 points) Find the equilibrium price and quantity in the
absence of any government intervention.
b) (6 points) Now suppose the government imposes a tax of t = 3.
Find the new equilibrium price at
which the good is sold in the market and the quantity of the...
Suppose that the demand and supply functions are P=10-Q and P=Q respectively. Which of the following statements are correct for the value of consumer and producer surplus in the equilibrium? Select one or more: a. The value of producer surplus is 25. b. The value of consumer surplus is 15. c. The value of consumer surplus is 12.5. d. The value of producer surplus is 15. e. The value of consumer surplus is 25. f. The value of producer surplus...
1.4/5 points Previous Answers HarMathAP12 2.3.031.EP. Suppose the supply function for a product is 2p - 9 - 30 = 0, while the demand function for the same product is ( + 10) (q + 30) - 8,400. Solve the supply function for . 9 = 2p - 30 Substitute this value for in the demand equation. Find the equilibrium price. Find the equilibrium quantity. Determine the market equilibrium point. (9.) = ( (9. p) = *) Need Help? Read...