
| Calculation of PV Factor = 1/(1+r)^t | ||||||
| r = 8% | ||||||
| t = Year | ||||||
| Year 1 | Year 2 | Year 3 | year 4 | Year 5 | Total | |
| Cost (A) | $ 100,000.00 | $ 25,000.00 | $ 25,000.00 | $ 25,000.00 | $ 25,000.00 | |
| Benefits (B) | $ - | $ 80,000.00 | $ 80,000.00 | $ 80,000.00 | $ 80,000.00 | |
|
Discount Factor (C)= Calculated per above formula |
0.9259 | 0.8573 | 0.7938 | 0.7350 | 0.6806 | |
| Present Value of Cost (D) = A x C | $ 92,592.59 | $ 21,433.47 | $ 19,845.81 | $ 18,375.75 | $ 17,014.58 | $ 169,262.20 |
| Present Value of Benefits (E) = B x C | $ - | $ 68,587.11 | $ 63,506.58 | $ 58,802.39 | $ 54,446.66 | $ 245,342.73 |
| NPV (F) = Total of E - Total of D | $ 76,080.53 | |||||
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7.21 From the following data, calculate the (a) conven tional and (b) modified benefit/cost ratios using a discount rate of 6% per year and a very long (in nite) project life. To the People To the Government Benefits:$300,000 now Costs: $1.5 million novw and $100,000 per year thereafter $40,000 per year and $200,000 three years from now Disbenefits: Savings: $70,000 per year 0 1 2 3 4 cf 150000 -1000...
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Personal Financial Planning Mini-Case Jeff and Mary Douglas, a couple in their mid-30s, have two children - Paul age 6 and Marcy age 7. The Douglas' do not have substantial assets and have not yet reached their peak earning years. Jeff is a general manager of a jewelry manufacturer in Providence, RI while Mary teaches at the local elementary school in the town of Tiverton, RI. The family needs both incomes to meet their...