Daily Enterprises is purchasing a $10.57 million machine. It will cost $59,244.00 to transport and install the machine. The machine has a depreciable life of five years using the straight-line depreciation and will have no salvage value. The machine will generate incremental revenues of $4.31 million per year along with incremental costs of $1.20 million per year. Daily’s marginal tax rate is 34.00%.
The cost of capital for the firm is 10.00%.
(answer in dollars..so convert millions to dollars)
A) What is the year 0 cash flow for the project?
B) What is the yearly cash flow from the project?
C) The project will run for 5 years. What is the NPV of the project at the current cost of capital?
Answer 1
Year 0 Cash flow
Cost of machine -$10,570,000
transport and Installation cost -59244
___________________________
Total Cash flow at year 0 -$10,629,244
___________________________
Cash flow from Year 1 to 5
Year 1
Incremental revenue 4310000.00
less: cost -1200000.00
less: Depreciation -2125848.80
(10629244/5)
___________________________
Operating profit 984151.20
less tax @ 34% -334611.41
___________________________
Profit after tax 649539.79
Add: Depreciation 2125848.80
___________________________
Free cash flow 2775388.59
(2) Depreciation is non cash expenses. It is only deducted for tax
calculation. Again it will be added as it is not in cash.
NpV = sum of all free cash flows
PVF formula = 1/(1+i)^n
for year 1 PVF =1/(1+10%)^1= 0.9090909091
for year 2 PVF =1/(1+10%)^2= 0.826446281
and So on.
Calcultion of NPV
Year Free cash flow PVF @10% PV
= Cash flow * PVF
0 -$10,629,244 1.0000
-10,629,244.00
1 2775388.59 0.9091
2,523,080.54
2 2775388.59 0.8264
2,293,709.58
3 2775388.59 0.7513
2,085,190.53
4 2775388.59 0.6830
1,895,627.75
5 2775388.59 0.6209
1,723,297.96
NpV = sum of all free cash flows=
-108,337.65
So NPV of project is -108,337.65
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