Bruno Corporation is involved in the business of injection
molding of plastics. It is considering the purchase of a new
computer-aided design and manufacturing machine for $430,600. The
company believes that with this new machine it will improve
productivity and increase quality, resulting in an increase in net
annual cash flows of $104,733 for the next 6 years. Management
requires a 10% rate of return on all new investments. Click here to
view PV table.
Calculate the internal rate of return on this new machine.
Year | Cash Flow | PV Factor | Present Value |
1 / (1 + 11%)^Year | Cash Flow X PV Factor | ||
0 | $ (430,600) | 1.000 | $ (430,600.00) |
1 | $ 104,733 | 0.901 | $ 94,354.05 |
2 | $ 104,733 | 0.812 | $ 85,003.65 |
3 | $ 104,733 | 0.731 | $ 76,579.87 |
4 | $ 104,733 | 0.659 | $ 68,990.87 |
5 | $ 104,733 | 0.593 | $ 62,153.94 |
6 | $ 104,733 | 0.535 | $ 55,994.54 |
$ 12,476.92 |
NPV at 11% is $ 12,476.92
Let us calculate NPV at 13% now
Year | Cash Flow | PV Factor | Present Value |
1 / (1 + 13%)^Year | Cash Flow X PV Factor | ||
0 | $ (430,600) | 1.000 | $ (430,600.00) |
1 | $ 104,733 | 0.885 | $ 92,684.07 |
2 | $ 104,733 | 0.783 | $ 82,021.30 |
3 | $ 104,733 | 0.693 | $ 72,585.22 |
4 | $ 104,733 | 0.613 | $ 64,234.71 |
5 | $ 104,733 | 0.543 | $ 56,844.88 |
6 | $ 104,733 | 0.480 | $ 50,305.20 |
$ (11,924.62) |
NPV is $ (11,924.62) at 13%
So using unitary method, IRR is 12%
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