Given that MR = P*(1 + 1/Ep) = P*((Ep+1)/Ep) where Ep is the price elasticity of demand, if marginal cost is constant at $20 over the range of current potential production and the price elasticity of demand -2.0, then the profit maximizing price to charge is: %3D %3D %3D $35 $45 $30 $40
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- Can you help with parts c,d, and e please? The estimated daily demand for river corssings on a proposed new bridge is: Qd = 100,000 - 20,000P where Qd is the quantity demanded measured in number of daily crossings and P is the price(toll) per crossing in dollars. Engineers estimate that constructing the new bridge will result in a fixed cost of $1.2 billion or $120,000 per day over the life of the bridge. Once constructed, there are no marginal costs and variable costs associated with the bridge's use. Based upon the above information, answer the following questions: a. If a private company were to build the bridge, what would be the profit-maximizing number of daily crossings? b. What price per crossing(toll) would the profit-maximizing company establish? c. What would be the socially optimal number of daily crossings? d. What deadweight loss would exist given your answers to part (a) and (b)? e. Would a profit-maximizing company build the bridge?Suppose demand and supply curves for you company’s product are given by:QD = 10 -XP QS =5 +YP You will need to find value for X between [0.1 -3] and Y between [0.1 -3] based on the elasticity of demand and supply. This elasticity in turn depends on the type of product, marketstructure and competitive advantage of the company. In this case, the product is an electric car and the price elasticity of demand is relatively high. Moreover, this does not have to be an exact value, and it should be done by looking at the graph of the price elasticity.Company A is the only supplier of glass in Big Apple City used for tall buildings’ exteriors. Its marginal cost of production is cA=1, and it has no other production costs. The demand for such glass in Big Apple city is QD=2-P. Company B in Jersey City produces the same glass and is considering whether to expand to Big Apple city. If it enters, it needs to get a permit to allow it to be a supplier in the Big-Apple city at a cost of L=0.5, which does not vary with quantity of output, and its marginal cost of production is cB=0.5. If it expands to the Big-Apple city, companies A and B both supply to the market, and the market price P satisfies QA+QB=2-P, where QA is company A’s production level and QB is company B’s. a) If company B expands to the Big-Apple city, what is the resulting price in a Nash equilibrium? b) Company B hires a consulting company to advise whether it should expand to the Big-Apple city. If you’re running the consulting company, what is your advice? Explain your…
- Industry demand and supply for a new soft drink NeuCola is as follows: Qd = 460,000 – 100,000 P + 22,500 Pc + 21 Y + 2,000 T Qs = 40,000 + 80,000 P – 60,000 PL – 5,000 Pk Where P is average price of the drink in $ per pack, Pc is average wholesale price other branded drinks in the market, Y is income in $, T is average daily temperature in degrees, PL is average wage of labor in $ per hour and Pk is the average cost of capital in $. When quantity is expressed as a function of price, what are NeuCola’s demand and supply curves if Pc = $8, Y=$10,000 billion, T=75 degrees, PL=$10 and Pk=$12. Will there be surplus or shortage of NeuCola when P = $5, $7 and $9? Use a table to show values of quantity demanded and quantity supplied at each level of price. (Values of Qd and Qs calculated in millions may be rounded in the table). Calculate the market equilibrium price and equilibrium output. 4. Draw a labelled hypothetical demand and supply model…Industry demand and supply for a new soft drink NeuCola is as follows: Qd = 460,000 – 100,000 P + 22,500 Pc + 21 Y + 2,000 T Qs = 40,000 + 80,000 P – 60,000 PL – 5,000 Pk Where P is average price of the drink in $ per pack, Pc is average wholesale price other branded drinks in the market, Y is income in $, T is average daily temperature in degrees, PL is average wage of labor in $ per hour and Pk is the average cost of capital in $. a. When quantity is expressed as a function of price, what are NeuCola’s demand and supply curves if Pc = $8, Y=$10,000 billion, T=75 degrees, PL=$10 and Pk=$12. b. Will there be surplus or shortage of NeuCola when P = $5, $7 and $9? Use a table to show values of quantity demanded and quantity supplied at each level of price.he Pear Computer Company just developed a totally revolutionary new personal computer. Pear estimates that it will take competitors at least two years to produce equivalent products. The demand function for the computer is estimated to be P=2,500−500Q�=2,500−500� where Q� is millions of computers. The marginal (and average variable) cost of producing the computer is $900. Assuming Pear acts as a monopolist in its market, the profit-maximizing price and output levels are per computer and million computers, respectively. The total contribution to profits and fixed costs at this output level is million. Pear Computer is considering an alternative pricing strategy of price skimming. It plans to set the following schedule of prices over the coming two years: Complete the following table by calculating the contribution to profit and overhead for each of the 10 time periods and prices. Time Period Price Quantity Sold Total Contribution ($) (Million)…
- C2) Company A is the only supplier of glass in Big Apple City used for tall buildings’ exteriors. Its marginal cost of production is cA=1, and it has no other production costs. The demand for such glass in Big Apple city is QD=2-P. Company B in Jersey City produces the same glass and is considering whether to expand to Big Apple city. If it enters, it needs to get a permit to allow it to be a supplier in the Big-Apple city at a cost of L=0.5, which does not vary with quantity of output, and its marginal cost of production is cB=0.5. If it expands to the Big-Apple city, companies A and B both supply to the market, and the market price P satisfies QA+QB=2-P, where QA is company A’s production level and QB is company B’s. a) If company B expands to the Big-Apple city, what is the resulting price in a Nash equilibrium? b) Company B hires a consulting company to advise whether it should expand to the Big-Apple city. If you’re running the consulting company, what is your advice? Explain…Your current prices are $311 in the Southwestern region; $278 in the western-region and $240 in the New England region. Your marginal cost is now $212.21. Given the predicted changes in quantity demanded by region per problem 1 using the stay even analysis %ΔQd = %ΔP/[%ΔP +((P-MC)/P)], can you raise prices by 7% in any of the regional markets? State your conclusion and then show the all the steps supporting your conclusion. (Note you are not being asked to compute the new price. The predicted changes in quantity demanded by region per problem 1 are: 19.32 or 19% percent change in quantity demanded for the Southwestern region Western Region is 0.245 or 24.5 or 25% NE Region is 0.4032 or 40.32 or 40% I don't understand this question and need assistance.Your current prices are $311 in the southwestern region; $278 in the western-region and $240 in the New England region. Your marginal cost is now $212.21. Given the predicted changes in the quantity demanded by region per problem 1 and using the stay even analysis %ΔQd = %ΔP/[%ΔP + ((P-MC)/P)], can you raise the price by 7% in any of the regional markets? State you conclusion and then show all the steps supporting your conclusion. (Note you are not being asked to compute the new price.)
- Suppose demand and supply curves for you company’s product are given by:QD = 10 -XP QS =5 +YP You will need to find value for X between [0.1 -3] and Y between [0.1 -3] based on the elasticity of demand and supply. This elasticity in turn depends on the type of product, marketstructure and competitive advantage of the company. In this case, the product is an electric car and the price elasticity of demand is high.Suppose the demand equation is 200x + 10p = 10000, where x is the num- ber of items sold when the per unit price is p dollars. Determine (a) the rev- enue function,(b) the domain of the revenue function,(c) the revenue derived from the sale of the 20th item the marginal revenu(de)wthen x = 20,level of production that maximizes the revenue,and the maximum revenue.Please no written by hand and no emage Suppose that the monopolist sells its goods for two segments of the population and the demand -2 functions are given by Q₁ 120P₁² and Q₂ = 320P₂³. If the monopolist can produce at AC-MC-6 and can discriminate the prices what are the optimal prices, respectively? $6,$9 $9, $12 $12, $9 $9, $6 =