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You are the manager of a firm that competes against four other firms by bidding for government contracts. While you believe your products is better than the competition, the government purchasing agent views the products as identical and purchases from the firm offering the best price. Total government demand is Q = 750 - 8P and all five firms produce at a constant marginal cost of $50. For security reasons, the government has imposed restrictions that permit a maximum of five firms to compete in this market; thus entry by new firms is prohibited. A member of Congress is concerned because no restrictions have been placed on the price that the government pays for this product. In response, she has proposed legislation that would award each existing firm 20% of a contract for 270 units at a contracted price of $60 per unit. Would you support or oppose this legislation? Explain. (Hint: Absent the legislation, the market will be a Bertrand oligopoly with a homogeneous product. In this case, what will be your profit? If the legislation is adopted, what then will be your profit? Which is bigger?)
Linear programming is a mathematical technique used to determine the optimal solutions to certain specific problems.
The article study for the demand, supply and the market equilibrium has been discussed. The article that has been review was published on August 2012.
Draw the individual cost curves on one graph: marginal cost, average total cost, average ?xed cost, and average variable cost. Place costs ($) on the y-axis and quantity (Q) on the x-axis.
Explain whether the firm will make economic profit, In the short run and In the long run.
Determine the official measure of the deficit
The organization and coordination of the activities of a business in order to achieve defined objectives.
What is the profit maximizing number of Gizmo Widgets that should be introduced? Be sure to account for the fact that Gizmo Widgets displace other kinds of widgets. Again, be sure you provide a brief explanation of your approach/reasoning.
Prepare the sketch the Fourier transform of a rectangular pulse of amplitude 10 V and width 0.1 second that is centered on the zero time axis. Determine the autocorrelation function of a rectangular pulse.
Carry out an analysis from the standpoint of both EMV and expected utility to establish Jeremiah’s best course of action, including a consideration of his bidding strategy with regard to the auction.
Prepare a Marginal Cost Analysed Income Statement for 2014 from the above data to identify total and individual medical procedure contributions and profits.
MGMT 3306: Solve the assignment problems, 1. Please answer the assignment questions in this docx file and save once you’re satisfied. Assignment 3covers the lectures slides for Week 6.
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