Suppose demand is QD = 16 - P supply is QS = P. There is a constant positive externality of $4 per unit (Marginal External Benefit, MEB = $4). a. Draw the graph of the MC, MB and MSB curves. Identify the level of the intercepts. b. Calculate total surplus if the market is at the point where MC=MB. c. What is the DWL loss at this point (MC=MB)? Identify on your graph. d. Calculate total surplus if the market is at the point where MC=MSB.
Suppose demand is QD = 16 - P supply is QS = P. There is a constant positive externality of $4 per unit (Marginal External Benefit, MEB = $4). a. Draw the graph of the MC, MB and MSB curves. Identify the level of the intercepts. b. Calculate total surplus if the market is at the point where MC=MB. c. What is the DWL loss at this point (MC=MB)? Identify on your graph. d. Calculate total surplus if the market is at...
5) (28 points) Suppose the demand and supply for flu shots are given by pd = 1200-Q ps = 440 + Q Suppose flu shots generate a positive externality, and the marginal external benefit (MEB) is MEB=60 -0.050. (a) Derive the marginal social benefit (MSB) curve. (b) Draw the Demand, Supply, and MSB curves on the same graph (with P on the vertical axis and Q on the horizontal axis) and clearly indicate the curves in your graph. (c) Calculate...
A market demand and supply functions are as follows: Qd = 500 - P/4, and Qs = P/2 - 100. For parts 2-5, use ONE graph. 1. Determine the equilibrium price and quantity. 2. Graph the inverse demand and supply curves with Q on the horizontal axis and P on the vertical axis. Clearly label all axes, curves, intercepts, and the equilibrium price and quantity values 3.Assume the government sets a rule that the selling price cannot go above $400....
5. Suppose the demand and supply functions are given by QD 15-P Qs- P-5, where QD and Qs are the quantities and P is the price. a) Graph the demand curve and supply curve. [Hint: label each axis, the price and quantity b) Calculate the equilibrium price and quantity; add these values to the graph and label them as c) Suppose demand decreases by 1 unit at each price. What is the new demand function? Add the d) Calculate the...
3. The demand in a market is Q (P) 150-3P. The supply in the market is QS(P)- 3P- 30 (a) Find the competitive equilibrium in the market (P*, Q*) (b) Determine the levels of Consumer, Producer and Total Surplus in the competitive equilibrium (c) Consumption of the good leads to a negative externality. The external marginal benefit function is mbeQw . Draw a graph that shows the Demand, Supply and the Social Marginal Benefits. where measures units consumed in the...
Deadweight Loss Given the following information: Qs = 2P P = Qs/2 QD= 180 - 4P P = (QD -180)/-4 AR = P = 45-.25Q TR = 45 - .25Q2 Hint: MC – supply curve MR = 45 - 5Q Qs = supply Qd = demand Using the above information, Graph and calculate the price-output solution under competitive market assumptions. How much is the consumer surplus producer surplus and total surplus? Calculate the price and the...
The market for vodka is described as the following: Supply: P = 5 + QS 10 Demand: P = 20− QD 5 However, drinking vodka causes $3 worth of harm per bottle to the rest of society, through health care costs, reduced productivity, and drunken mistakes. (a) Sketch a graph of this market. Calculate the private equilibrium price, quantity, producer surplus, consumer surplus, total external costs, and total surplus. (Be careful about fractions.) Label the area of deadweight loss on...
Problem 1 Deadweight Loss Given the following information: Qs = 2P P = Qs/2 QD= 180 - 4P P = (QD -180)/-4 AR = P = 45-.25Q TR = 45 - .25Q2 MR = 45 - .5Q Hint: MC – supply curve MR = 45 - 5Q Qs = supply Qd = demand A) Using the above information, 1) Graph and calculate the price-output solution under competitive market assumptions. 2) How much is the consumer surplus producer surplus and...
6. Given the following demand and supply curve, Qd = 500 - 4P and Qs = 5P - 400 a. Calculate and graph the market equilibrium, P and Q b. If the government raises the price to $105, calculate and graph the surplus or shortage that it creates
The demand for peaches is QD = 24 – (1/10)P and the supply of peaches is QS = (1/2)P -6. Currently there is no tax on peaches. a. Graph the demand and supply curves for the peach market below. Make sure to label all axes, intercepts and curves. b. Now the government imposes a tax of "T per unit" on all suppliers of peaches. As a result of the tax, the quantity of peaches supplied falls by 3. How much...