The figure shows the market for buckets of golf balls at the driving range. A new leisure aced on suppliers in this market, shifting the supply curve from So to S₁. The amount per bucket of golf balls.
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- Under which circumstances does line tax burden fall entirely on consumers?The market for commodity Z was at equilibrim before tax at price Ksh. 50 per unit sold and the quantity was 5000 units. Suppose own price elasticity of demand is 0.6 and the elasticity of supply is 1.1 After the government announced tax measures the new market price increased to Ksh. 70 per unit. Calculate the equilibrium price and quntity after tax Calculate the seller and buyers burden, ExplainPrice S1 20 18 16 14 12 10 8. SO Demand 300 400 500 1000 Quantity Assume that the market in the graph above is at an initial equilibrium price of $10 and an equilibrium quantity of 500 units. If the government decides to add a $4 per-unit tax on this good, it will be able to collect the following amount of tax revenue: $1,200 $2,000 O $1,600
- Price 20 18 16 14 12 10 х $1.200 0 300 400 500 $2.000 S1 SO Quantity Assume that the market in the graph above is at an initial equilibrium price of $10 and an equilibrium quantity of 500 units. If the government decides to add a $4 per-unit tax on this good, it will be able to collect the following amount of tax revenue: Demand 10001) Below is the demand and supply schedule for the market for personal chefs. These are chefs that are hired to come into the client’s home to prepare meals for them. Show all your calculations used to answer the following questions. d)calculate the excess demand or supply at the price of $35,$70,$25 and $65 e) If tax of 5$ imposed compute the consumer and producer tax burden Price per hour Qty supplied Qty demanded 20 0 29 25 1 26 30 3 23 35 5 20 40 7 17 45 9 14 50 11 11 55 13 9 60 15 7 65 17 5 70 19 3 75 21 1 80 23 0QUESTION 1o Governor Kathy Hochul doen not like rabbits, She has decided to institute a $50 tax on rabbits, effective immediately. The existing supply and demand for peot rabbits in NYS was as follows prior to the tax: Supply: P9+ 0.40 Demand: P-75 - 0.40 How many rabbits are sold in the state atter the tax was implemented?
- 24 20 S: 12 8 * 4 8 12 16 20 24 Q 10 WL D 一国 P. 16 4.Now let's see what happens when demand is perfectly elastic. In this case, the demand curve for photocopies is horizontal at a price of $10. On the diagram, shift the appropriate curve to illustrate the impact of a $2 per-unit tax placed on sellers. S • / CO Price 16 15 14 13 12 11 10 9 8 7 6 5 4 3 2 1 0 pa S Photocopies O 6 3 3 6 438 QuantityAssume that the elasticity of demand for fanta is -0.8 while the elasticity of supply is 0.4. What is the pass-through fraction of a tax on fanta to consumers? B. Assuming a tax of K12 is applied on each bottle of fanta, how much of this will be borne by producers. C. If the original price was K30, what would be the new equilibrium price?
- Had the demand for pumpkins been perfectly inelastic at Point. A, the price elasticity of demand for pumpkins from the equilibrium point before the imposition of the tax to the equilibrium point after the imposition of the tax would be. A1 B.0 C-1 D. infinity. Price ($) 8.50 7.25 5.50 0 B 700 1.200 Supply 2 Supply 1 Demand Quantity of pumpkinsThe equilibrium price of a good is $30. Supply of this good is more elastic than demand. 5uppase the government introduces a tax on the good. in this case, the price receved by producers is $24, and the price paid by consumers is 1.6 times more.Calculate the tax cost per good for the group bearing most of the tax burden if necessary, round any intermediate calculations and your final answer to two decimal places. $______2. The demand and supply functions of a gcod are given by P = -Qd + 125, 2P = 3Qs + 30. Determine the equilibrium price and quantity. Determine ako the effect on the market equilibrium if the govemment decides to impose a fixed tax of GHC5 on each good Who pays the tax? (p = 81, q = 44, then p = 83, q = 42) 3. If fixed costs are 18, variable costs per unit are 4, and the demand function is P = 24 - 2Q. Obtain an expression for n in terms of Q and hence sketch a graph of n against Q. a) For what values of Q does the firm break even? (q = 1 or 9) b) What is the maximum profi? (n = 32 at q = 5) 4. Given the supply and demand functions P = Q? + 12Q, + 32, P = -Qå - 4Qa + 200, Calculate the equilibrium price and quantiy. (p = 140, q = 6)
