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- The market demand for productXis given by: \[ Q_{d}=6-1 / 2 P \text { or } P d=12-2 Q \] The market supply for goodXis given by: \[ Q_{s}=-14+2 P \text { or } P s=7+1 / 2 Q \] whereP=price per unit andQis number of units. Draw a supply-and-demand graph with these curves. 1.) Using the line drawing tool, draw the supply and demand curves. Properly label your lines. 2.) Using the point drawing tool, plot the equilibrium point. Label your point 'E'. Note: Carefully follow the instructions above and only draw the required objects. The equilibrium price is$and the equilibrium quantity is unit(s). (Enter your responses as integers.) A per-unit excise tax is imposed on suppliers of productX, and the market supply with the tax is now given by: \[ Q_{s}=-19+2 P \text { or } P s=9.50+1 / 2 Q \] Using the graph on the right, show this supply curve. 1.) Using the line drawing tool, draw the new supply curve. Label your line 'S1+tax'.1. Note: Carefully follow the instructions above and only draw…The estimated monthly sales of Mona Lisa paint-by-number sets is given by the formula q = 95ep − 3p2⁄2, where q is the demand in monthly sales and p is the retail price in hundreds of yen. (a)Determine the price elasticity of demand E when the retail price is set at ¥300. E = Interpret your answer. The demand is going by % per 1% increase in price at that price level. Thus, a large price ___ is advised. (b)At what price will revenue be a maximum? (Round your answer to the nearest integer.) yen (c)Approximately how many paint-by-number sets will be sold per month at the price in part (b)? (Round your answer to the nearest integer.) paint-by-number sets per montha. Estimate the equlibrium price and quantity of the market whose demand and supply functionsare pd = −(q + 4)2 + 100 and ps = (q + 2)2respectively. b. If the region A (shaded grey) in the diagram above represents a solution set, derivethe system of inequalities which define that region.
- The estimated monthly sales of Mona Lisa paint-by-number sets is given by the formula q = 95e−3p2 + p, where q is the demand in monthly sales and p is the retail price in hundreds of yen. (a) Determine the price elasticity of demand E when the retail price is set at ¥400. E = _____ Interpret your answer. The demand is going down/up by ____ % per 1% increase in price at that price level. Thus, a large price decrease/increase is advised. (b) At what price will revenue be a maximum? ____ hundred yen (c) Approximately how many paint-by-number sets will be sold per month at the price in part (b)? (Round your answer to the nearest integer.) ______ paint-by-number sets per monthTime remaining:00 :09 :39EconomicsUse the following to answer questions (29) - (31):In the town of “One Horse” there is one movie theater. Two groups of consumers, adults (A) andchildren (C), attend this theater. Suppose the demand for movies by adults is given by:QA = 50 - 0.50PA, where PAis price ofan adultmovie ticket(in cents)and QAis the numberofmovie tickets sold to adults atthe theater. Suppose the demand for movies by children is given by:QC = 20 - 0.50PC,where PCispriceofa children’s movie ticket(in cents)and QCis the numberofmovie tickets sold tochildren atthe theater. Also, imagine totalcostis fixed at$450, thus makingmarginalcostofprovidingonemore movie ticket to either an adult or a child constant at zero.[29]Ifthe movie theateris able to price discriminate amongits two groups ofconsumers, then itshouldcharge a higher price to group A.A.TrueB.False[30]Ifthemovie theateris able to price discriminate amongits two groups ofconsumers, then itsmaximum profit is closest in value…Q8 plz help quick!!The aggregate demand for the mushroom pasta for each day is given by q = 200 - 4p, where p is the price of the pasta. If the price is $20, then the price elasticity of demand is 01 O 0.666 O 15 O 0.333
- 1. In this demand equation, simplify the equation if the Py = 20; I = 100; N = 200. Qd = 10 - 2Px + 2py + N.Plz solve in 1/2 hour it's urgent The market for bananas has the following demand and supply functions Qd= 8 – 3P + Y Qs = 4 + P + 0.5W Where Q is quantity, P is price, Y is income and W is an index of weather. Assume that production is negatively affected by a cyclone. Generate a new supply function accounting for the cyclone shock and assess the effects of poor seasonal conditions on the market outcomes P, Q and revenue.During the night, the electricity sector has a marginal cost of $1/MWh (megawatt-hour) forthe first 100 MWh produced (from wind turbines), and $20/MWh for each additional unit (from gasgenerators). During the day, they have a marginal cost of $1/MWh (megawatt-hour) for the first 50MWh produced (from solar panels), and $20/MWh for each additional unit (from gas generators).Nighttime and daytime demand are given by QnightD = 50 −P and QdayD = 200 −P , respectively.What are the market quantity and price during the day, and the market quantity and price at night?This is a model of the wholesale market for electricity, which you can think of as being competitive,but there is no resale between night and day.
- 17. The general demand function for good A is Qd = 754 − 2PA − 0.05M + 6PB +10ℑ+ 3PE + 2N where Qd = quantity demanded of good A each month, PA = price of good A, M = average household income, PB = price of related good B, ℑ = a consumer taste index ranging in value from 0 to 10 (the highest rating), PE = price consumers expect to pay next month for good A, and N = number of buyers in the market for good A. a. Interpret the slope parameter for income. Is good A normal or inferior? Explain. b. Are goods A and B substitutes or complements? Explain. Interpret the slope parameter for the price of good B. c. Are the algebraic signs on the slope parameters forℑ, PE, and N correct? Explain.[MUST SHOW WORK] Consider the above table for the market for oranges. A deep frost destroys many or the orange juice businesses to go put of business. As a result, quantity supplied decreases hper kg and the new equilibrium quantiy is.........? kg of oranges The new equilibrium price is .............? kg of oranges Select one: O A. 1.70;400 O B. 1.10; 700 O C. 1.20;650 O D. 0.90;400 O E. 1.50;500Suppose the price elasticity of demand for heating oil is 0.2 in the short run and o.7 in thelong run.a. If the price of heating oil rises from $ 1.80 to $2.20 per gallon, what happens to the quantity of heating oil demanded in the short run? In the long run? (Use midpointpoint method in your calculations.)b. Why might this elasticity depend on the time horizon?