Ajax corporation has the following set of projects available to it: All projects have equal risk.
Project | Investment Required (in Mil) | Expected Rate of Return (%) |
A | 500 | 23 |
B | 75 | 18 |
C | 50 | 21 |
D | 125 | 16 |
E | 300 | 14 |
F | 150 | 13 |
G | 250 | 19 |
Ajax can raise fuds with the following marginal costs:
First 250 Mil | 14% |
Next 250 Mil | 15.5% |
Next 100 Mil | 16 % |
Next 250 Mil | 16.5% |
Next 200 Mil | 18% |
Next 200 Mil | 21% |
Use the marginal cost and marginal revenue concepts to derive an optimal capital budget for Ajax.
Project F is eliminated because its IRR is less than the marginal cost. Also, Project E is eliminated because its IRR would be lower than the marginal cost given its investment size.
We select all the other projects with a total capital budget of $1,000.
From the first 250 mil, we finance Project G with IRR = 19% > 14%
From the next 250 mil, we finance Project B, C and D with IRR > 15.5%
We borrow additional 500 mil through which we finance Project A with IRR = 23% > highest cost of 18%
Optimal Capital Budget = 1000 to finance projects A, B, C, D and G.
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