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Suppose an entrepreneur owns a firm that has a production technology that generates the following revenue: R(e) = e2+100e where revenue depends on his effort level e. The monetary cost of effort is given by: C(e)= 2e2 The entrepreneuer is risk neutral and maximixes his expected utility.
(a) What is the maximal value (profit) of the firm?
(b) Suppose the entrepreneur sells 100% equity. After selling the firm, what effort level does the entrepreneur choose? What is the value of the firm?
(c) Suppose the entrepreneur sells β% equity. What effort level does the entrepreneur choose? Is it efficient?
Accept or Reject Rule of NPV Under this method, a company should accept an investment venture if N.P.V. is positive that is if present value of cash outflows exceeds such of c
continous time finaince expert
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Earnings Method or Earning Basis Valuation By using the earning valuation method, a company will employ its P/E ratio to value its shares. P/E = MV/E MV = E x P
Interpolation method Consequently, r denotes required rate of return Consequently, r = 14 percent + (15 percent - 14 percent) x 253 .646 /253 .646 + 5.375
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