You are considering buying a delivery van for your company. It will cost $35,000 right now (Year 0), and you estimate that with the van, your profits will be $7,500 per year for Years 1 through 10. At the end of Year 10, you think you can sell the van for $1,000. Assume a MARR of 18%.
a. What is the present worth of the van?
b. Is this investment worth considering?
a. What is the present worth of this equipment?
$nothing
(Round to the nearest dollar. Note that this value could be positive or negative.)
b. Is this investment worth considering?
A.
No
B.
Yes
Below is the calculation of the PW of the van:
| Year | CF | Discount Factor | Discounted CF | ||
| 0 | $ -35,000.00 | 1/(1+0.18)^0= | 1 | 1*-35000= | -35,000.00 |
| 1 | $ 7,500.00 | 1/(1+0.18)^1= | 0.847457627 | 0.847457627118644*7500= | 6,355.93 |
| 2 | $ 7,500.00 | 1/(1+0.18)^2= | 0.71818443 | 0.718184429761563*7500= | 5,386.38 |
| 2 | $ 7,500.00 | 1/(1+0.18)^2= | 0.71818443 | 0.718184429761563*7500= | 5,386.38 |
| 4 | $ 7,500.00 | 1/(1+0.18)^4= | 0.515788875 | 0.515788875151941*7500= | 3,868.42 |
| 5 | $ 7,500.00 | 1/(1+0.18)^5= | 0.437109216 | 0.437109216230459*7500= | 3,278.32 |
| 6 | $ 7,500.00 | 1/(1+0.18)^6= | 0.370431539 | 0.370431539178355*7500= | 2,778.24 |
| 7 | $ 7,500.00 | 1/(1+0.18)^7= | 0.313925033 | 0.313925033201996*7500= | 2,354.44 |
| 8 | $ 7,500.00 | 1/(1+0.18)^8= | 0.266038164 | 0.266038163730505*7500= | 1,995.29 |
| 9 | $ 7,500.00 | 1/(1+0.18)^9= | 0.225456071 | 0.225456070958055*7500= | 1,690.92 |
| 10 | $ 7,500.00 | 1/(1+0.18)^10= | 0.191064467 | 0.191064466913606*7500= | 1,432.98 |
| Present Worth = Sum of all Discounted CF | -472.70 | ||||
As present worth is negative, the investment is not worth it, because the profits are not recovering the costs on a discounted cf basis at the MARR of 18%
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