In this problem, p is the price per unit in dollars and q is the number of units. If the weekly demand function is p = 28 - q and the supply function before taxation is p= 4 + 39, what tax per item will maximize the total revenue? /item
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A: Since you have posted multiple independent questions in the same request, we will solve the first…
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A: Demand: Q = (1728 / P) Supply: Q = P2 At equilibrium, demand = supply => (1728 / P) = P2 =>…
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Q: how much total tax revenue is ultimately paid by firms
A: Answer to the question is as follows:
Q: b) Suppose that in a certain market, the demand function for a product is given 10p + q = 3000 and…
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Q: Given the following information QD = 240 – 5P QS = P where QD is the quantity demanded, QS is the…
A: ANS QD=240-5P QS=P At equilibrium QD=QS ∴240-5P=P ⇒6P=240 ⇒P=2406=40 Therefore, the equilibrium…
Q: Imposing a sales tax on sellers of a product has an effect that is similar to which of the…
A: Implementation of sales tax on the sellers will affect the supply of the goods.
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A: Answer: (1). Specific indirect taxes: it refers to the per-unit tax imposed on each unit sold.…
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A: The tax credit or liability (TAX) can be calculated by using the following formula.
Q: Given the following information Qo= 240 - 5P Os = P where Qo is the quantity demanded, Qs is the…
A: After the imposition of tax price paid by consumer increases and price received by producer…
Q: In this problem, p is the price per unit in dollars and q is the number of units. If the weekly…
A: Demand function, P=26-qSupply function, P=16+4q
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Q: The supply and demand curves for sugar are given by the following: P= 10+2Q (Supply) P=40-2Q…
A: Supply curve : P = 10+2Q Demand curve : P = 40-2Q At equilibrium, Demand = Supply 10+2Q = 40-2Q
Q: The government is evaluating a tax on alcoholic beverages of $ 10 per unit traded. Suppose that the…
A: QD = 400-p QS = 9p Now, to find quantity before tax, we have to do QD=QS Therefore,…
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A: The burden of a tax is generally shared by the buyers and sellers in a market. In other words, the…
Q: The short-run market demand and supply curves for good X are as follows: QD = 20 - 4P QS = 7 +…
A: Since we only answer up to 3 sub-parts, we’ll answer the first 3. Please resubmit the question and…
Q: The demand and supply functions for product x are given, respectively, by the equations: P = 83.6 -…
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Q: Per-unit tax Equilibrium quantity after tax Price consumers pay after tax
A: Per unit tax is a specific tax which has to be paid for each unit of goods and services sold. From…
Q: In this problem, p is the price per unit in dollars and q is the number of units. If the weekly…
A: Answer: Given, Demand function: p=128-2q2 Supply function: p=20+9q After-tax the price received by…
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A: The customers will bear a larger fraction of the tax imposed if the demand (dd) is going to remain…
Q: The efficiency loss of imposing an excise tax is due to: a. Paying a higher price per unit. b.…
A: The efficiency loss occurs due to the over production or underproduction. On the other hand, an…
Q: Refer to Figure 4-4. The per unit burden of the tax on buyers is a. P2 minus P0. b. P2 minus P1.…
A: Given: D is the demand curve, S is the supply curve, P1 and Q1 are equilibrium price and quantity…
Q: The demand for a product is given by p + 2q = 250 and the supply by p - 4q = 100. a) Find…
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Q: Based on the following supply and demand functions P=0,+8 and P = -3Q, +80, If the government…
A: P = Qs +8 P = -3Qd + 80 For equilibrium, Demand = Supply Qs +8 = -3Qd + 80 4Q = 72 Q = 18 units…
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A: Marginal tax rate is applied in brackets of income. It is the additional tax paid out of additional…
Q: Suppose the weekly demand for a product is given by p+2g = 840 and the weekly supply before taxation…
A: Given : Weekly demand=p+2q=840 and p=840-2q Weekly supply=p=0.02q2+0.62q+7.1
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- In this problem, p is the price per unit in dollars and q is the number of units.If the demand and supply functions of a product are p = 6500 − 5q − 0.7q2 and p = 500 + 10q + 0.3q2, respectively, find the tax per unit t that will maximize the tax revenue T. t = $ /itemIf the pre-tax cost function for John's Shoe Repair is C(q) = 100 + 10q - q2 + (1⁄3q)2, and it faces a specific tax of = 10, what condition determines the profit-maximizing output if the market price is p? Can you solve for a single, profit-maximizing q in terms of p?If the pre-tax cost function for John's Shoe Repair is C(q)=100+10q-q^2+1/3q^3, and it faces a specific tax of t=10, what is the profit-maximizing condition if the market price is p? Can you solve for a single, profit maximizing q in terms of p?
- Given a demand curve of P = 136 - 4Qd and supply of P = 42 + 8Qs, find the total cost to society of a lump sum tax of 12 dollars, assuming the government is as efficient in resource use as households.The demand and supply functions for product x are given, respectively, by the equations: P = 83.6 - 0.037 Q P = 15.7 + 0.056 Q. A P10 tax per units is levied to the manufacturer. What is the price paid by the buyer before the imposition of tax?About 35,000 general aviation multiengine airplanes are licensed to operate in the United States. If an additional $1,000-per-year tax was levied on each plane to raise general revenue, economic thinking suggests the A) annual revenue from this tax would be less than $35,000,000.B) number of airplanes would increase dramatically.C) annual revenue from this tax would be more than $35,000,000.D) annual revenue from this tax would be $35,000,000.
- The demand function for beer is given below, where p is the retail price and D(p) is the demand in gallons per capita. For the demand function, find the elasticity of demand E(p) for any price p. [Note: You will find that demand is inelastic. This means that taxation, which acts like a price increase, is an ineffective way of discouraging liquor consumption, but is an effective way of raising revenue.] D(p) = 6.913p−0.142The demand (D) and supply (S) function for a commodity are P =100 – 2Q and P = 10 + Q, respectively. (a) Find the equilibrium price and quantity. That is, find the price and quantity where the D and S functions intersect. (b) A new 10% tax is imposed on this commodity. Find the burden of the tax on demanders and the burden on suppliers. Also find the total taxes.Suppose the demand for a product is given by P = 100 – 2Q. Also, the supply is given by P = 20 + 6Q. If an $8 per-unit excise tax is levied on the buyers of a good, what proportion of the tax will be paid by the buyers?. Group of answer choices 75% 40% 60% None of these 25%
- If a constant $1 per unit tax is imposed on producers, A. producers can always pass the tax burden to consumers by raising the price by a dollar. B. producers will pay more than $0.5 tax for each unit of the good sold if supply is less elastic than demand. C. producers will pay less than $0.5 tax for each unit of the good sold if demand is more elastic than supply. D. producers must absorb the tax themselves and cannot raise the price.The short-run market demand and supply curves for good X are as follows: QD = 20 - 4P QS = 7 + 2.5P Find the equilibrium price and quantity before the imposition of the tax. What is the price actually paid by the demanders (Pd) due to a quantity or specific tax of $1 per unit collected from the buyers? What is the price actually received by the suppliers (Ps) due to a quantity or specific tax of $1 per unit collected from the buyers? What is the after- or post-tax quantity? What is the total revenue after the imposition of the quantity or specific tax? How much of the tax do consumers pay (in percent)? How much of the tax do producers pay (in percent)?The demand and supply functions for a type of good are shown by the equation: Qd = 1500-10P and Qs = 20P-1200.Each item sold is subject to a tax of IDR 15.00 per unit.Define: a. Price and balance before tax.b. Price and balance after tax.c. Draw the two balances on a cross axis.d. Producer 's tax burden .e. Government revenue from taxes on the sale of the goods.