If labour savings are estimated to be $25000 per 6 months, how much can INDE232 Company afford to spend to purchase one, if the company uses a MARR of 1% per month and wants to recover its investment in 4-1/2 (4 and a half) years?
Select one:
a. 138819
b. 175351
c. 66640
d. 168938
e. 55345
Labor saving every 6 months = 25,000
MARR = 1% per month which means effective MARR for 6 months = (1 + MARR)^6 months = (1 + 0.1)^6 = 1.0615
Recovery period = 4.5 years there will be 9 savings of 25,000 after every interval of 6 months
Present value of saving is calculated as: [Saving / (1 + MARR of 6 months)^After every 6 months]
After every 6 months | Saving | Present Value |
1 | 25,000 | 23,552 |
2 | 25,000 | 22,187 |
3 | 25,000 | 20,902 |
4 | 25,000 | 19,691 |
5 | 25,000 | 18,550 |
6 | 25,000 | 17,475 |
7 | 25,000 | 16,463 |
8 | 25,000 | 15,509 |
9 | 25,000 | 14,610 |
168,938 |
Sum of present value of saving = 168,938 which can be invested now by INDE232 to purchase.
Option D is correct.
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