A local defense contractor is considering the production of fireworks as a way to reduce dependence on the military. The variable cost per unit is $40D. The fixed cost that can be allocated to the production of fireworks is negligible. The price changed per unit will be determined by the equation p=$180-(5)D, where D represents demand in units sold per week. a.What is the optimum number of units the defense contractor should produce in order to maximize profit per week? b.What is the profit if the optimum number of units are produced?

A local defense contractor is considering the production of fireworks as a way to reduce dependence on the military. The variable cost per unit is $40D. The fixed cost that can be allocated to the production of fireworks is negligible. The price changed per unit will be determined by the equation p=$180-(5)D, where D represents demand in units sold per week. a.What is the optimum number of units the defense contractor should produce in order to maximize profit per week? b.What is the profit if the optimum number of units are produced?

Managerial Economics: Applications, Strategies and Tactics (MindTap Course List)

14th Edition

ISBN:9781305506381

Author:James R. McGuigan, R. Charles Moyer, Frederick H.deB. Harris

Publisher:James R. McGuigan, R. Charles Moyer, Frederick H.deB. Harris

Chapter7: Production Economics

Section: Chapter Questions

Problem 4E

See similar textbooks

Similar questions

A local defense contractor is considering the production of fireworks as a way to reduce dependence on the military. The variable cost per unit is $40D. The fixed cost that can be allocated to the production of fireworks is negligible. The price changed per unit will be determined by the equation p=$180-(5)D, where D represents demand in units sold per week. a.What is the optimum number of units the defense contractor should produce in order to maximize profit per week? b.What is the profit if the optimum number of units are produced? Show handwritten solutions
A local defense contractor is considering the production of fireworks as a way to reduce dependence on the Military. The variable cost per unit is $ 40D. The fixed cost that can be allocated to the production of fireworks is negligible. The price charge per unit will be determined by the equation p= 180-5(D), where D represent demand in unit 1) What is the optimal number of units the defense contractor should produce in order to maximize profit per week? 2) What is the profit if the optimal number of unit produced?
Assume you are appointed head of the U.S. Department of Homeland Security in charge of preventing illegal crossings along a section of the U.S.-Mexico border. You have a weekly budget of $16,000. As a department head, you get satisfaction (or "utility") from preventing illegal border crossings and you have at your disposal two methods for preventing illegal crossings: 1) Hiring border security personnel to patrol strategic points along the border at a cost of $1000 per week per person or, 2) Purchase surveillance drones to patrol the border at a weekly cost of $3000 per drone. Based on the data attached in the picture below, explain whether you agree or disagree with the following statement made by a subordinate: "Based on the data, the department's "utility" is highest if we employ 16 security personnel because drones are just too expensive."
A company estimates that the relationship between. unit price and demand per month for a potential new product is approximated by p= $100.00-$0.10D. The company can produce the product by increasing fixed costs $17,500 per month, and the estimated variable cost is $40.00 per unit. What is the demand that maximizes revenue and the maximum revenue? What is the optimal demand, D*, and based on this demand, should the company produce the new product? Why? (Work out the complete solution by differential calculus, starting with the formula for profit or loss per month.)
Joe's search costs are $5 per search. He wants to buy a smart watch for his wife for Christmas, and the lowest price he's found so far is $300. Joe thinks 80 percent of the stores charge $300 for smart watches and 20 percent charge $200. Joe's optimal decision is to Multiple Choice continue to search for a lower price since the expected benefit of an additional search is $20, which exceeds his per-unit search costs. continue to search for a lower price since the expected benefit of an additional search is $80, which exceeds his per-unit search costs. stop searching and purchase a video player for $300. continue to search for a lower price since the expected benefit of an additional search is $100, which exceeds his per-unit search costs.
You have been promoted to be the new manager of Nefertiti Hotel, and you must decide where to build a new hotel. The finance department believes that Morocco is the better option due to the tax benefits of $5 million, while the marketing department estimates the present value of gross operating profits to be only $10 million in Morocco compared to $14 million in Tunisia. If it costs $15 million to build the hotel in either location, would it be more profitable to build in Morocco or Tunisia? If the hotel is located in Morocco, what would the firm's economic profits be?compute, show solution, explain
Using a linear specification, you estimate your demand curve to equal Q=20-2P+10I, where • Q = the quantity demanded of your product • P = the price of your product • I = customer income (measured in thousands of dollars) In addition, your operations team estimates you have a constant marginal cost of $10. What quantity should you set to maximize profits assuming your average customer income equals $18000 (i.e. I=18)? a. Q=45 b. Q=50 c. Q=55 d. Q=90 e. Q=180
Based on the best available econometric estimates, the market elasticity of demand for your firm’s product is −3.0. The marginal cost of producing the product is constant at $150, while average total cost at current production levels is $215. Determine your optimal per unit price if: Instructions: Enter your responses rounded to two decimal places.
The cost of reducing lead contamination of water for BigManufacture Inc. is shown in the table below. BigManufacture Inc currently releases lead in to the local waterways at a concentration of 5 parts per billion. The government regulations sets a limit to the lead pollution at 2 parts per billion accompanied by a $30,000 fine per year for each part per billion beyond the 2 part limit. What is BigManufacture Inc likely to do? Reduction of Lead Cost By 1 part per billion $20,000/year By 2 parts per billion $45,000/year By 3 parts per billion $80,000/year Group of answer choices Reduce lead pollution by 1 part per billion. Reduce lead pollution by 2 parts per billion. Reduce lead pollution by 0 part per billion. Reduce lead pollution by 3 parts per billion.
The market demand and supply functions for a type of carpet known as KP-7 have been estimated, respectively, as: QD = 160 – 6P, QS = – 100 + 20P. where P is the price (dollars per yard) and Q is the rate of sales (hundreds of yards per month). A typical firm in this market has a total cost function given as: TC = 100 – 22q + 2q2, where q is the firm’s output level. The optimal amount to produce for the typical firm is q =
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?
Is the following statement true or false: “Customers prefer product A more than product B if the customer value of product A is less than the customer value of product B." Group of answer choices False True