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The firm is considering manufacturing a second product in its factory alongside the first. The demand functions for the two products are: Qd1=180 - 4P1
Qd2=90 - 2P2 where the subscripts 1 and 2 refer to product 1 and product 2, respectively. The firm now faces a total cost function: TC= Q+150where Q= Q1 + Q2
a) Dtermine the new total profit function for the firm as a function of Q1 and Q2.
b) Using your new profit function measured in part (b)(i) find the level of output for every product at the profit maximising point and display your outcome is a maximum.
Profit maximization is theoretically the most sound but practically unattainable objective of business firms. In the light of this statement critically appraise the Baumol’s sales
The tab-delimited text file C359A1S1Q2.txt contains daily prices for the South Korean Stock Exchange Index (KOSPI) from 4/7/2006 (observation 1) to 11/6/2010 (observation 977). Alt
Question: The data needed to answer this question are in Assignment3.dat, which is a subset of a larger dataset on wages and attributes of husband and wives in American househo
Choose a share from a market such as LSE, NYSE, NASDAQ, etc. [Data sources could be Datastream, Google Finance or others]. Prepare a report which involves the following aspects:
Regression Analysis
The equilibrium conditions for three related markets are given by: (a)Write this system of equations in matrix notation of the form Ax = B. (b) Find the determinant
HOW TO USE CORRELATION OF THE OFF DIAGONAL ELEMENTS OF THE COVARIANCE MATRIX TO DETECT MULTICOLINEARLITY
In a year, weather can impose storm damage to a home. From year to year the damage is random. Let Y be the dollar value of damage in a given year. Assume that 95% of the year's Y=$
Discuss the descriptive statistics of total government expenditures and per capita government expenditures. Plot their histograms and comment.
Hedging ?nancial risk is a very important practical issue in economics. In this exercise, you will derive your optimal hedge ratio, assuming that you are an expected utility maxim
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