In: Finance
Case 2 Geo Tech Cash Flow Template (Base Case) |
|||||||||
Year | 0 | 1 | 2 | 3 | 4 | 5 | |||
$600,000.00 | $1,080,000.00 | $1,050,000.00 | $750,000.00 | $570,000.00 | |||||
Revenues | |||||||||
Cash Costs |
|||||||||
Set up |
$280,000.00 | $420,000.00 | $280,000.00 | $140,000.00 | $140,000.00 | ||||
Other operating |
$240,000.00 | $240,000.00 | $360,000.00 | $360,000.00 | $240,000.00 | ||||
Depreciation |
$280,000.00 | $280,000.00 | $280,000.00 | ||||||
EBIT | -$200,000.00 | $140,000.00 | $130,000.00 | $250,000.00 | $190,000.00 | ||||
Taxes | -$70,000.00 | $49,000.00 | $45,500.00 | $87,500.00 | $66,500.00 | ||||
Net Operating Income After Taxes |
-$130,000.00 | $91,000.00 | $84,500.00 | $162,500.00 | $123,500.00 | ||||
Add Depreciation |
$280,000.00 | $280,000.00 | $280,000.00 | ||||||
Net Operating Cash Flows |
$150,000.00 | $371,000.00 | $364,500.00 | $162,500.00 | $123,500.00 | ||||
Recovery of Capital Assets (AT) |
$65,000.00 | ||||||||
Project Cost |
-$840,000.00 | ||||||||
Total Cash Flow (CAD) |
-$840,000.00 | $150,000.00 | $371,000.00 | $364,500.00 | $162,500.00 | $188,500.00 | |||
Exchange Rate |
0.860 | 0.860 | 0.860 | 0.860 | 0.860 | 0.860 | |||
Total Cash Flow (USD) |
-$722,400.000 | $129,000.000 | $319,060.000 | $313,470.000 | $139,750.000 | $162,110.000 |
Adjust with below FX rates and inflation, calculate NPV and IRR with FX rates and inflation. Note the base case has been solved. Just looking for adjustments to the last 3 rows with below inflation and FX rates. Show on Excel.
FX Forecast | ||||||
Project Year | 0 | 1 | 2 | 3 | 4 | 5 |
Calendar Year | 2014 | 2015 | 2016 | 2017 | 2018 | 2019 |
FX Rate | 0.860 | 0.825 | 0.805 | 0.790 | 0.780 | 0.775 |
US Inflation | 1.50% |
CAD Inflation | 1.75% |
NPV of cash-flows involving two countries can be computed using two approaches:
Approach 1 : Home currency approach (considering US as home country):
The net present value under this approach is calculated by (a) converting the foreign-currency cash flows of the project to the domestic currency based on the expected forward exchange rates, and (b) discounting the resultant cash flows based on the domestic currency cost of capital.
I will start the calculations from Total cash-flow (CAD) since the others have already been computed in the question.
Particulares | Year 0 | Year 1 | Year 2 | Year 3 | Year 4 | Year 5 | Workings |
Total Cash flow (CAD) | (840,000) | 150,000 | 371,000 | 364,500 | 162,500 | 188,500 | (A) |
FX rates | 0.860 | 0.825 | 0.805 | 0.790 | 0.780 | 0.775 | (B) |
Cash flows in USD | (722,400) | 123,750 | 298,655 | 287,955 | 126,750 | 146,088 | (C) = (A)*(B) |
Discount factor of USD at 1.5% inflation rate | 1 | 0.99 | 0.97 | 0.96 | 0.94 | 0.93 | (D) = refer working note 1 below |
Present value of cash flow in USD | (722,400) | 121,921 | 289,893 | 275,376 | 119,422 | 135,607 | (E) =(C)*(D) |
Net Present Value (USD) | 219,820 | Sum of all Present value of cash flow in USD |
IRR is the internal rate of return at which rate NPV will be zero. We can do multiple sensitivity by changing the discount factor from 1.5% to a higher rate , stopping at a rate when NPV becomes zero. Here, IRR = 11.689%
Steps:
First , the CAD cash flows are converted to USD based on the forward exchange rates and then the USD cashflows are discounted using the USD inflation rate.
Working note 1:
Discount factor of USD inflation rate of 1.5%
Year 1 = 1/(100%+1.5%)^1=0.985
Year 2 = 1/(100%+1.5%)^2=0.971
Year 3 = 1/(100%+1.5%)^3=0.956
Year 4 = 1/(100%+1.5%)^4=0.942
Year 5 = 1/(100%+1.5%)^5=0.928
Approach 2 : Foreign currency approach (considering Canada as foreign country):
The net present value under this approach is calculated by (a) discounting the foreign currency cash flows basis foreign currency cost of capital and (b) converting the resultant present value of foreign-currency cash flows of the project to the domestic currency based on the expected forward exchange rates
I will start the calculations from Total cash-flow (CAD) since the others have already been computed in the question.
Particulares | Year 0 | Year 1 | Year 2 | Year 3 | Year 4 | Year 5 | Workings |
Total Cash flow (CAD) | (840,000) | 150,000 | 371,000 | 364,500 | 162,500 | 188,500 | (A) |
Discount factor of CAD at 1.75% inflation rate | 1.000 | 0.983 | 0.966 | 0.949 | 0.933 | 0.917 | (B) = refer working note 1 below |
Cash flows in CAD | (840,000) | 147,420 | 358,348 | 346,014 | 151,606 | 172,838 | (C) = (A)*(B) |
FX rates | 0.860 | 0.825 | 0.805 | 0.790 | 0.780 | 0.775 | (D) |
Present value of cash flow in USD | (722,400) | 121,622 | 288,470 | 273,351 | 118,252 | 133,949 | (E) =(C)*(D) |
Net Present Value (USD) | 213,245 | Sum of all Present value of cash flow in USD |
IRR is the internal rate of return at which rate NPV will be zero. We can do multiple sensitivity by changing the discount factor from 1.75% to a higher rate , stopping at a rate when NPV becomes zero. Here, IRR = 11.69%
Working note 1:
Discount factor of CAD inflation rate of 1.75%
Year 1 = 1/(100%+1.75%)^1=0.983
Year 2 = 1/(100%+1.75%)^2=0.966
Year 3 = 1/(100%+1.75%)^3=0.949
Year 4 = 1/(100%+1.75%)^4=0.933
Year 5 = 1/(100%+1.75%)^5=0.917
Conclusion:
As can be seen, NPV under both the approaches are almost the same and so as IRR. This is because, the expected foreign exchange of future years reflects the inflation rates of each of the countries.