Sales
Year # of Units Price
1 3,000 $228 per unit
2 4,365 $231 per unit
3 4,900 $240 per unit
4 5,800 $250 per unit
Costs
Year Type of Cost Amount
1 Direct Costs $125 per unit
2 Direct Costs $130 per unit
3 Direct Costs $135 per unit
4 Direct Costs $140 per unit
The Company has to pay rent of $125,000 each year for its facility (rent), $40,000 for utilities and pays 5% of total revenue in annual bonuses.
What is the NPV, IRR, MIRR and Payback period for the project? Would you do the project or not?
1 | 2 | 3 | 4 | total | |
units | 3000 | 4365 | 4900 | 5800 | |
sale | 684000 | 1008315 | 1176000 | 1450000 | |
cost | 375000 | 567450 | 661500 | 812000 | |
profit | 309000 | 440865 | 514500 | 638000 | |
rent | 125000 | 125000 | 125000 | 125000 | |
utilities | 40000 | 40000 | 40000 | 40000 | |
Bonus | 34200 | 50415.75 | 58800 | 72500 | |
cashflow | 109800 | 225449.3 | 290700 | 400500 | |
tax 40% | 43920 | 90179.7 | 116280 | 160200 | |
profit after tax | 65880 | 135269.6 | 174420 | 240300 | |
wacc 7% | 0.935 | 0.873 | 0.816 | 0.763 | |
PV of inflow | 61597.8 | 118090.3 | 142326.7 | 183348.9 | 505363.7 |
inestment in inventory | 567000 | ||||
shipping | 22000 | ||||
NPV | -83636.3 |
0 | 1 | 2 | 3 | 4 |
-589000 | 65880 | 135269.6 | 174420 | 240300 |
IRR | 2% |
MIRR = (Future value of positive cash flows / present value of negative cash flows) (1/n) – 1
taking finance cost as 7%
MIRR = 3%
Payback period= initial investment/ periodic cash inflows
2yrs + (589000-109800-225449.3)/290700
2.87 yrs
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