Caruso Hardware is adding a new product line that will require an investment of $1,460,000. Managers estimate that this investment will have a 10-year life and generate net cash inflows of $320,000 the first year, $290,000 the second year, and $260,000 each year thereafter for eight years. The investment has no residual value. Compute the ARR for the investment.
Annua depreciation = (cost - residual value) / life of the assets
= ($1,460,000 - 0)10
= $146,000
Year | Cash Infows | Less: Depreciation | Net profit |
1 | $320,000 | $146,000 | $174,000 |
2 | $290,000 | $146,000 | $144,000 |
3 | $260,000 | $146,000 | $114,000 |
4 | $260,000 | $146,000 | $114,000 |
5 | $260,000 | $146,000 | $114,000 |
6 | $260,000 | $146,000 | $114,000 |
7 | $260,000 | $146,000 | $114,000 |
8 | $260,000 | $146,000 | $114,000 |
9 | $260,000 | $146,000 | $114,000 |
10 | $260,000 | $146,000 | $114,000 |
Tota profit | $1,230,000 | ||
Average net profit ($1,230,000/10 years) | $123,000 |
ARR = Average net profit / Average investment
= $123,000 / [($1460000+0)/2]
= 16.85%
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