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Suppose a firm in planning to invest $ 1,000,000 to invest in a risk free asset and a risky asset A. Assume that µf = 0.05, µA = 0.10 and ?A = 0.17. The company has capital reserves that could cover $ 100, 000 but no more and would like as a result to lose this amount or more with probability equal to 0.01. If Rp = wRA + (1?w)µf , the return of their investment, is normally distributed, find the value of w that this achieves requirement.
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On average, it takes two days for the funds from these checks to be added to the firm's available balance at the bank once they have been deposited. What is the amount of the average daily float?
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