When analyzing a real option, the positive cash flows from the project can be treated as:

Question

BlackTom AI · Accepted Answer

The present value of expected project cash flows is treated as the underlying asset price (S) in real-option analysis.

1) Relevant knowledge points and concepts
- A real option treats the project as an option: the right (but not the obligation) to invest in or abandon an asset.
- In option pricing analogies, the underlying asset price S corresponds to the total market value of the project before exercising the option.
- The exercise (strike) price K corresponds to the required investment or cost to capture the project.
- NPV = PV(cash flows) − investment; but option models use PV(cash flows) as S and K as the investment cost.

2) Step-by-step reasoning
- Start by valuing the future positive cash flows from the project by discounting them to present value: that PV is the market value of the project if it were immediately undertaken.
- In the option framework you are pricing the option to buy (invest in) that project: therefore the option’s underlying is the project’s value S = PV(expected cash flows).
- The option payoff on exercise is max(S − K, 0), where K is the investment cost. So the cash flows themselves feed into S, not treated separately as IRR or NPV.

3) Example calculation (intermediate steps)
- Suppose expected cash flows are $100/year for 5 years, discount rate r = 10%:
  PV = 100 × [1 − (1+0.10)^−5] / 0.10
  = 100 × [1 − 0.62092] / 0.10
  = 100 × 3.7908 = $379.08
- This $379.08 is S (the asset price) in the option model; if investment cost K = $300 the option intrinsic value would be max(379.08 − 300, 0) = $79.08.

4) Why the correct answer is correct
- The positive future cash flows determine the project’s market value today (S). Real-option valuation needs S as the underlying; thus cash flows are incorporated into the asset price.

5) Why other options are incorrect
- Dividends: only apply if the project pays cash out before option exercise; generally cash flows are capitalized into S, not treated as dividend yields in the standard mapping.
- IRR: is a rate of return metric, not the asset’s price.
- NPV: equals S − investment; NPV is related but not the underlying asset price used in option valuation.

6) Conclusion
Therefore the correct representation is Asset price, which matches the provided answer.

When analyzing a real option, the positive cash flows from the project can be treated as:单项选择题

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