Question

In: Economics

Given the demand equation and MC in problem # 1 (demand equation: Q = 40 –...

Given the demand equation and MC in problem # 1 (demand equation: Q = 40 – 0.5P. Marginal cost is MC = $20.), suppose the firm decides to offer quantity discount by selling the product in bundles of 10 units. Answer the following questions. A graph would help you with this question, but you do not need to include the graph in your answer.

a. What is the maximum price that the firm can charge for the first 10 units, for the second 10 units, and for the third 10 units? Now compute the revenue and cost of selling the three bundles (a total 30 units)

b. Which pricing strategy (quantity discount or two-part) is more beneficial to the business? Why?

Solutions

Expert Solution


Related Solutions

A person's demand is given by the following equation: log(Q)=40-10log(P). What is the elasticity of demand...
A person's demand is given by the following equation: log(Q)=40-10log(P). What is the elasticity of demand when P=100?
1) Consider a monopolist with demand Q = 120-2p and marginal cost MC = 40. Determine...
1) Consider a monopolist with demand Q = 120-2p and marginal cost MC = 40. Determine profit, consumer surplus, and social welfare in the following three cases: a)single-price monopolist b)perfect price discrimination c)Consider that the firm is operating in a perfectly competitive market. Find the profit, consumer surplus, and social welfare under this situation. Show this study graphically.
A monopolist has marginal costs MC = Q and home market demand P = 40 –Q...
A monopolist has marginal costs MC = Q and home market demand P = 40 –Q (that is the MR = 40 –2Q). The monopolist can also sell to a foreign market at a constant price P = 16. Find and graph the quantity produced, quantity sold in the home market, quantity sold in the foreign market, and price charged in the home market.Explain why the monopolist’s profits wouldfall if it were to produce the same quantity but sell more...
A monopolist has marginal costs MC = Q and home market demand P = 40 –...
A monopolist has marginal costs MC = Q and home market demand P = 40 – Q (that is the MR = 40 – 2Q). The monopolist can also sell to a foreign market at a constant price P = 16. Find and graph the quantity produced, quantity sold in the home market, quantity sold in the foreign market, and price charged in the home market. Explain why the monopolist’s profits would fall if it were to produce the same...
Suppose the market demand is given by: Q=125-25P and that MC is equal to zero. There...
Suppose the market demand is given by: Q=125-25P and that MC is equal to zero. There are no fixed costs. Solve (a)-(d) as a Cournot model. (a). Write down the profit maximization function for each firm. (b). Calculate the FOC’s and find the best response functions (BR1(q2) and BR2(q1)) (c). Describe what a “best response function” is in words. What must be true for best responses at the Nash equilibrium? (d). Calculate the Nash equilibrium (quantities) in this market and...
Market demand is given by Q = 53 - P. Let AC = MC = 5....
Market demand is given by Q = 53 - P. Let AC = MC = 5. There are two firms; A, B. So qA + qB = Q. a. Find the reaction functions for firm A and firm B. b. Find the Cournot equilibrium firm output, market output, and price. c. Graph the demand curve and the MC curve. d. Find the monopoly equilibrium output and price (you already did this in the Monopoly Assignment). e. Find the competitive market...
The demand equation for a market is given by p(q + 3) = 15 and, for...
The demand equation for a market is given by p(q + 3) = 15 and, for some constant α, the supply equation is q = αp − 1 where p is the price and q is the quantity. Given that the equilibrium price for this market is three, determine the equilibrium quantity and the value of α. Find the consumer and producer surpluses?
Consider a market where inverse demand is given by P = 40 − Q, where Q...
Consider a market where inverse demand is given by P = 40 − Q, where Q is the total quantity produced. This market is served by two firms, F1 and F2, who each produce a homogeneous good at constant marginal cost c = $4. You are asked to analyze how market outcomes vary with industry conduct: that is, the way in which firms in the industry compete (or don’t). First assume that F1 and F2 engage in Bertrand competition. 1....
1.) Firm has monopoly power. Its demand equation is given by P(q) = 10 –q. Its...
1.) Firm has monopoly power. Its demand equation is given by P(q) = 10 –q. Its total cost of producing its output is given by the function TC(q) = (q2/8) + q+ 16, and it can be shown that its marginal cost equation is MC(q) = (q/4) + 1.1. Profit maximization a.Write down the firm’s marginal revenue equation, which expresses MR as a function of the firm’s output q. b.Calculate the firm’s profit-maximizing output q*. c.Calculate the price the firm...
Suppose the domestic demand for coffee is given by the equation Q = 100 - P,...
Suppose the domestic demand for coffee is given by the equation Q = 100 - P, domestic supply by the equation Q = P. The world price for coffee is $20 per unit. The government decides to impose an import quota limiting imports to 10 units. How much deadweight loss will this generate? Please explain clearly using graphs.
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT