• Suppose our investment project has two risky cash flows occurring at times 1 and 2
• The expected cash flows are E[C1] = $110 and E[C2] = 121 and the cash flow risk grow geometrically through time
• The risk-free rate is 0.05 per year and the appropriate risk-adjusted discount rate is 0.1
• What is the present value using the risk-adjusted discount rate method?
• What is the certainty equivalent factor?
• What are the certainty equivalents of the cash flows?
• What is the present value using the certainty equivalent method?