# Question: Suppose there is a single 5 year zero coupon debt issue with

Suppose there is a single 5-year zero-coupon debt issue with a maturity value of $120. The expected return on assets is 12%. What is the expected return on equity? The volatility of equity? What happens to the expected return on equity as you vary A, σ, and r?

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Repeat the previous problem for debt instead of equity. Suppose you have a project that will produce a single widget. Widgets today cost $1 and the project costs $0.90. The risk-free rate is 5%. Under what circumstances would you invest immediately in the project? What conditions ...Consider the last row of Table 17.1. What is the solution for S*and S* when Ks = kr = 0? (This answer does not require calculation.) Consider the widget investment problem outlined in Section 17.1. Show the following in a spreadsheet. a. Compute annual widget prices for the next 50 years. b. For each year, compute the net present value of investing in ...Let KT = S0erT. Compute Pr(St KT ) for a variety of T s from 0.25 to 25 years. How do the probabilities behave? How do you reconcile your answer with the fact that both call and put prices increase with time?Post your question