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Consider an economy with three states which occur with probability (0.2, 0.4, 0.4). Suppose a firm has a project which generates the state dependent cash flows (100, 200, 200) at t=1.
The investment costs are 170 at t=0. The firm owns this money. The market portfolio generates the payoff (200, 250, 300) and has an expected return of 8%. The risk free rate is 3%. Suppose the CAPM holds.
(a) What is the beta of this project?
(b) Explain whether the firm should conduct the project.
We consider two identical firms that produce the same good. The demand for that good is the function D(p) = 1 - p where p is the unit price. Firms incur no cost. The competition
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