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Galbraith Co. is considering a four-year project that will require an initial investment of $12,000. The...

Galbraith Co. is considering a four-year project that will require an initial investment of $12,000. The base-case cash flows for this project are projected to be $14,000 per year. The best-case cash flows are projected to be $20,000 per year, and the worst-case cash flows are projected to be a -$2,500 per year. The company's analysts have estimated that there is a 50% probability that the project will generate the base-case cash flows. The analysts also think that there is a 25% probability of the project generating the best-case cash flows and a 25% probability of the project generating the worst-case cash flows.

What would be the expected net present value (NPV) of this project if the project's cost of capital is 10%?

(a) $22,365 (b) $26,093 (c) $24,850 (d) $19,880

Galbraith now wants to take into account its ability to abandon the project at the end of year 2 if the project ends up generating the worst-case scenario cash flows. If it decides to abandon the project at the end of year 2, the company will receive a one-time net cash inflow of $4,000 (at the end of year 2). The $4,000 the company receives at the end of year 2 is the difference between the cash the company receives from selling off the project's assets and the company's -$2,500 cash outflow from operations. Additionally, if it abandons the project, the company will have no cash flows in years 3 and 4 of the project.

Using the information in the preceding problem, find the expected NPV of this project when taking the abandonment option into account.

(a) $227.089 (b) $24,380 (c) $29,798 (d) $31,152

What is the value of the option to abandon the project?

(a) $1,567 (b) $2,239 (c) $2,351 (d) $2,463 (e) $1,791

Solutions

Expert Solution

Scenario 1:

Expected cash flow per year= 50%*14000+25%*20000+25%*(-2500)=$11375

Now, below is the calculation for the NPV:

Year Cash Flow Present Value (CashFlow/1.1^year)
0                               (12,000.00)                                             (12,000.00)
1                                 11,375.00                                               10,340.91
2                                 11,375.00                                                 9,400.83
3                                 11,375.00                                                 8,546.21
4                                 11,375.00                                                 7,769.28
NPV (Total of Present Value)                                               24,057.22

So, Expected NPV is $24057.22

Scenario 2:

When the project is abandoned at the end 2nd year, below is the calculation for NPV:

Year Cash Flow Present Value (CashFlow/1.1^year)
0                                (12,000.00)                                             (12,000.00)
1                                   (2,500.00)                                                (2,272.73)
2                                    4,000.00                                                 3,305.79
NPV (Total of Present Value)                                             (10,966.94)

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