Consider a firm that exists in a world with two periods (time 0 and time 1) and two equally likely states of the world at time 1. At time 0 the firms securities are traded. At time 1 the state is revealed. In the up-state the firms assets are worth $120 and in the down-state they are worth $40. The firm has debt outstanding with a face value of $60. Assume that the required rate of return is zero and investors are risk neutral. a) Compute the market value of debt, equity and the total market value of the company at time 0. b) Suppose that the company issues some additional debt with a face value of $40. This debt is pari passu (equal priority) with respect to the existing debt and the proceeds are invested in a zero NPV riskless project (i.e., the money is put in a safe box). How much money is the company able to raise with this debt issue?