8. Suppose the inverse demand equation for unleaded gasoline is P = 16−2Q, and the inverse supply equation is P = 0.5Q, where P is per gallon price. The government decides to impose a $1 excise tax on gas. Gas stations file the tax. How much does a consumer pays for each gallon in equilibrium after the imposition of tax? How much does a gas station get for each gallon sold?
A. Gas station gets $4 per gallon, consumer pays $3 per gallon.
B. Gas station gets $3 per gallon, consumer pays $4 per gallon.
C. Gas station gets $3 per gallon, consumer pays $3 per gallon.
D. Gas station gets $4 per gallon, consumer pays $4 per gallon.
I understand the concept that because the Gas Station pays the tax, they will receive less than the customer pays. However, I cannot reach the answer or either 3 or 4. Can someone please explain how to get either 3 or 4 from the information above?
8. Suppose the inverse demand equation for unleaded gasoline is P = 16−2Q, and the inverse...
7. Suppose the inverse demand equation for rental apartments is P = 2000 – Q and the inverse supply equation for rental apartments is P=Q. Suppose there's a policy that restricts the price (monthly rental) to not exceed $1200. Which of the following statement is correct? A. The market equilibrium price will be $1200. B. There will be no excess demand or excess supply. C. There will be an excess demand of 400 units. D. There will be an excess...
Suppose consumer 1 has a demand P = 10-2Q and a consumer 2 has a demand P = 5-Q. What does the equation for the market demand curve look like in the range 0 <_ P <_ 5? The answer is Q = 10-3/2P. How do I get this?
d) All UI WU UUUU 9) Suppose the demand and supply for cheese curds is given by the following equations where P is the price per unit of cheese curds and Q is the number of units of cheese curds: Demand: P = 15 - 30 Supply: P =Q+3 If the government imposes an excise tax of $4, what will be the resulting consumer price and producer price? 10) The figure below represents demand and supply in the market for...
Suppose the equation for the demand curve for some product X is P= 8 - 0.6Q and the supply curve is P = 2 + 0.4Q. What are the equilibrium price and quantity? Now suppose an excise tax is imposed on X such that the new supply equation is P = 4 + 0.4Q. How much tax revenue will this excise tax yield the government? Graph the curves, and label the area of the graph that represents the tax collection...
Suppose a perfectly competitive market has the following inverse supply and demand curves: Supply: P= 5+2Q Demand: P = 50-Q. 1) Solve for the perfectly competitive Pe and Qe, and calculate consumer+producer surplus at Pe, Qe. 2) Suppose each unit of good produced created a negative externality to society valued at $1 per unit. Calculate the social optimum Pe and Qe for this case and compute consumer+producer surplus. 3) Show graphically the welfare loss if the externality is ignored.
1) Suppose that the demand curve for oranges is given by the equation 0200P+ 1000 with quantity (Q) measured in oranges per day and price (P) given in dollars per orange. The supply curve is given by 0 300P Suppose that a $1.00 per unit sales tax is placed on oranges. What are the equations for the new supply and demand curves? What is the new equilibrium price and quantity of oranges? What do buyers pay per unit? What do...
The equation for the inverse
demand curve is P = 4Qd + 40. The equation for the inverse supply
curve is P = 1/.15 x QS. Choke price for demand curve is $40.
Choke price for supply curve is $0. Consumer surplus before any
cigar tax $ 28.13 (because I rounded). Producer surplus before any
cigar tax $ 46.88 (because I rounded)
I need help with A, B and C, PLEASE!
Thank you!
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5. Suppose that the demand equation for a monopolist's product is p = 400 - 2q and the average cost function is c = 0.29 + 4 + toº, where q is number of units, and both p and c are expressed in dollars per unit. a) Determine the level of output at which profit is maximized b) Determine the price at which maximum profit occurs c) Determine the maximum profit d) If, as a regulatory device, the government imposes...
suppose a market demand for a resource is p=200-4Q and supply is p=80+2Q 1)what's the equation for marginal net benefit curve? 2)if we consider 2 time periods Q0 and Q1, r=10%, and total endowment of resource is 30 units, how much resource would be extracted in both periods? (I solved this by making PVMNB0 = PVMNB1 and get answer of Q0=15.24 Q1=14.76 is it correct?) 3)what would be the price of resource in t0? What is price in t1?
A monopolist’s inverse demand is P=500-2Q, the total cost function is TC=50Q2 + 1000Q and Marginal cost is MC=100Q+100, where Q is thousands of units. a). what price would the monopolist charge to maximize profits and how many units will the monopolist sell? (hint, recall that the slope of the MARGINAL Revenue is twice as steep as the inverse demand curve. b). at the profit-maximizing price, how much profit would the monopolist earn? c). find consumer surplus and Producer surplus...