giver by Q = 100 - 2P and the market equilibrium price equals $10. If, due to a shortage of hairdressers, the equilibrium price increases to $20, what would be the change in the consumer surplus at the new price?
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- What does a downward-sloping demand curve mean about how buyers in a market will react to a higher price?The market demand and supply equations for theme park in a city are given by P=30–0.005QD andP=10+0.005QS,wherePisthepriceindollarsandQD isthe quantity of theme-park tickets demanded and QS is the quantity of theme park ticket supplied. Explain the implications of the welfare of consumers, producers and the society when the price of theme park ticket is fixed at $15.The market demand and supply equations for theme park in a city are given by P=30–0.005QD andP=10+0.005QS,wherePisthepriceindollarsandQD isthe quantity of theme-park tickets demanded and QS is the quantity of theme park ticket supplied. Explain the implications of the welfare of consumers, producers and the society when the price of theme park ticket is fixed at $15. Support your answers with a graph of the theme park tickets market.
- The demand and supply functions for three (03) goods are given as follows: Dx = 100-3Px+Py+3Pz Dy = 80+Px-2Py-Pz Dz = 120+3Px-Py-4Pz Sx = -10+Px Sy = -20+3Py Sz = -30+2Pz The equilibrium prices and quantities of all three goods are: Px= 78.72 Qx= 68.72 Py= 23.66 Qy= 50.98 Pz= 60.42 Qz= 90.84 The government decides to: a) impose a 25% Tax on X b) impose a 5 Rs/unit Tax on Y c) give a 10% subsidy on good z When policies (a,b), (b,c), and (a,b,c) are jointly implemented. Analyze the impact on equilibrium prices and quantities. Which policy choice is best? Why?The demand and supply functions for three (03) goods are given as follows: Dx = 100-3Px+Py+3Pz Dy = 80+Px-2Py-Pz Dz = 120+3Px-Py-4Pz Sx = -10+Px Sy = -20+3Py Sz = -30+2Pz The equilibrium prices and quantities of all three goods are: Px= 78.72 Qx= 68.72 Py= 23.66 Qy= 50.98 Pz= 60.42 Qz= 90.84 The government decides to: Give a 10% subsidy on good Z. Analyse the impact on equilibrium prices and quantities.The demand and supply functions for three (03) goods are given as follows: Dx = 100-3Px+Py+3Pz Dy = 80+Px-2Py-Pz Dz = 120+3Px-Py-4Pz Sx = -10+Px Sy = -20+3Py Sz = -30+2Pz The equilibrium prices and quantities of all three goods are: Px= 78.72 Qx= 68.72 Py= 23.66 Qy= 50.98 Pz= 60.42 Qz= 90.84 The government decides to: impose a 25% Tax on X impose a 5 Rs/unit Tax on Y When these above policies are jointly implemented. Analyse the impact on equilibrium prices and quantities.
- The demand and supply functions for three (03) goods are given as follows: Dx = 100-3Px+Py+3Pz Dy = 80+Px-2Py-Pz Dz = 120+3Px-Py-4Pz Sx = -10+Px Sy = -20+3Py Sz = -30+2Pz The equilibrium prices and quantities of all three goods are: Px= 78.72 Qx= 68.72 Py= 23.66 Qy= 50.98 Pz= 60.42 Qz= 90.84 The government decides to: impose a 25% Tax on X impose a 5 Rs/unit Tax on Y give a 10% subsidy on good Z. When the above policies are jointly implemented. Analyse the impact on equilibrium prices and quantities.The demand and supply functions for three (03) goods are given as follows: Dx = 100-3Px+Py+3Pz Dy = 80+Px-2Py-Pz Dz = 120+3Px-Py-4Pz Sx = -10+Px Sy = -20+3Py Sz = -30+2Pz The equilibrium prices and quantities of all three goods are: Px= 78.72 Qx= 68.72 Py= 23.66 Qy= 50.98 Pz= 60.42 Qz= 90.84 The government decides to: impose a 5 Rs/unit Tax on Y give a 10% subsidy on good Z. When the above policies are jointly implemented. Analyse the impact on equilibrium prices and quantities.The demand and supply functions for three (03) goods are given as follows: Dx = 100-3Px+Py+3Pz Dy = 80+Px-2Py-Pz Dz = 120+3Px-Py-4Pz Sx = -10+Px Sy = -20+3Py Sz = -30+2Pz The equilibrium prices and quantities of all three goods are: Px= 78.72 Qx= 68.72 Py= 23.66 Qy= 50.98 Pz= 60.42 Qz= 90.84 The government decides to: a) impose a 25% Tax on X b) impose a 5 Rs/unit Tax on Y c) give a 10% subsidy on good z Analyze the impact of each of these policies seperately on equilibrium prices and quantities.
- Suppose that the market demand and supply curves for doughnuts (good X) are given by QD = 50 – 40P + 0.03I + 10PY and QS = -150 + 60P – 10W, where P is price of X, I is the average consumer income, PY is the price of cinnamon pretzels (good Y), and W is the wage for workers producing good X. What is the Income elasticity of demand at the market equilibrium? Are doughnuts a normal good or inferior good? Suppose that I = $5,000 and PY = $5. What is the demand curve for good X? Suppose that W = $10 (per hour). What is the supply curve for good X? DO NUMBER 1 !!!!!Supply and Demand The table below gives thequantity of graphing calculators demanded and thequantity supplied for selected prices.a. Find the linear equation that gives the price as afunction of the quantity demanded.b. Find the linear equation that gives the price as afunction of the quantity supplied.c. Use these equations to find the market equilibriumprice.Suppose the demand for new automobiles in the United States is describedby the equation Qd = 5.3 - 0.1P where Qd is the number of new automobilesdemanded per year (in millions) when P is the average price of anautomobile (in thousands of dollars).a. What is the quantity of automobiles demanded per year when the averageprice of an automobile is $15,000? When it is $25,000? When it is$35,000?b. Sketch the demand curve for automobiles. Does this demand curve obeythe law of demand?
