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This problem is aimed at understanding the breakeven selling price for a company. Assume you have started up a company for an initial investment called “Invest”. The return you expect is WACC. The investment can be written off over the length of the project n and depreciation is straight line. The selling price of your product is p and you sell v per year of it. The marginal tax rate is t. You have operating costs of O. Further assume O is proportional to x such that O = kx. Write down the equation for the breakeven price p of the product using the above terms and (A/PV, WACC, n). You will only get credit for the problem if you write the equation out exactly right !! (no partial credit).
The marginal product of labor (measured in units of output) for Expando Corp. is given by MPN = A(400-N) where A measures productivity and N is the number of labor hours used in production. Suppose the price of output is $.150 per unit.
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