solution 1:
Average annual net cash inflow from operation = Nos of skiers day * Contribution margin per skier
(125*160) * ($240 - $142) = $1,960,000
| Computation of NPV - Wolf Valley | ||||
| Particulars | Period | Amount | PV factor at 12% | Present Value |
| Cash outflows: | ||||
| Initial investment | 0 | $8,000,000.00 | 1 | $8,000,000 |
| Present Value of Cash outflows (A) | $8,000,000 | |||
| Cash Inflows | ||||
| Annual cash inflows | 1-8 | $1,960,000.00 | 4.96764 | $9,736,574 |
| Residual value | 8 | $100,000.00 | 0.40388 | $40,388 |
| Present Value of Cash Inflows (B) | $9,776,962 | |||
| Net Present Value (NPV) (B-A) | $1,776,962 | |||
As NPV is positive, therefore investment is attractive.
Homework: CH12 Score: 0 of 4 pts E12-33A (book/static) 7 of 8 (6 complete) HW Score:...
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