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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 sellers get per unit? What is the total seller revenue? How much taxes are collected? Questions 2-4 examine the market for Zeds. The demand for Zeds is given by Q-12,500-500P and the supply by Q-2500+250P. 2) Find the equilibrium price and quantity in this market. 3) Suppose that a $1.20 per unit excise tax is placed on the Zed producers. a. What is the new equilibrium price and quantity? b. What do buyers pay per unit? What is the total consumer expenditure? c. What do sellers get per unit? What is the total seller revenue? d. How much tax revenue is collected? 4) Suppose that instead of an excise tax, a 6.25% sales tax is placed on the consumers of Zeds. a. What is the new equilibrium price and quantity? b. What do buyers pay per unit? What is the total consumer expenditure? c. What do sellers get per unit? What is the total seller revenue? d. How much tax revenue is collected? 5) Suppose that demand is given by Q = 1000-50P and supply by Q =-200 + 30P.
1) Suppose that the demand curve for oranges is given by the equation Q -200P +1000 with quantity (Q) measured in oranges per day and price (P) given in dollars p 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 equilibriur price and quantity of oranges? What do buyers pay per unit? What do sellers g per unit? What is the total seller revenue? How much taxes are collected?
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Lefth) and toブ annua cm+. Let the cuma Demanetuoom rem aims tthe Same 300 (p-12-300 P-300 ー200 P + 1000-300P-300 attemt

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