In: Finance
Given the following, calculate the cash flows for the project.
Answer the following:
What are the cash flows for each year?
Computation of Cash flows for every year.
S.No | Particulars | Year 1 | Year 2 | Year 3 | Year 4 | Year 5 |
A | Revenue | $245,000 | $252,350.00 | $259,920.50 | $267,718.12 | $275,749.66 |
( Calculation) | $245,000 | $ 245000*1.03 | $ 252350*1.03 | $ 259920.50*1.03 | $ 267718.12*1.03 | |
B | Expenses | $70,000 | $72,100.00 | $74,263.00 | $76,490.89 | $78,785.62 |
( Calculation) | $70,000 | $ 70000*1.03 | $ 72100*1.03 | $ 74263*1.03 | $ 76490.89*1.03 | |
C | Profit before Dep( A-B) | $175,000 | $180,250 | $185,658 | $191,227 | $196,964 |
D | Less: Depreciation | $64,000 | $64,000 | $64,000 | $64,000 | $64,000 |
E | Profit before tax | $111,000 | $116,250 | $121,658 | $127,227 | $132,964 |
F | Taxes @ 34% on E | $37,740.00 | $39,525.00 | $41,363.55 | $43,257.26 | $45,207.77 |
G | Profit after Tax ( E-F) | $73,260.00 | $76,725.00 | $80,293.95 | $83,969.97 | $87,756.27 |
H | Add: Depreciation | $64,000 | $64,000 | $64,000 | $64,000 | $64,000 |
I | Annual Cash flow( G+H) | $137,260.00 | $140,725.00 | $144,293.95 | $147,969.97 | $151,756.27 |
Computation of Depreciation per annum
Depreciation under straight line method = (Cost - Salvage value)/Expected life
= ($ 365000-$ 45000)/5
= $ 64000.
On salvage value, there is no tax because the entiire cost of the project is not depreciated.Out of $ 365000, only $ 320000 is depreciated.
Hence there is no tax treatment on salvage value.
Working Capital recovered at the end of the project is $ 10000.
Additional cash flows accruing in the 5th year is $ 45000+$ 10000= $ 55000
Total Cash flow in the 5th year is $ 151756.27+$ 55000= $ 206756.27
Year | Cash flow |
0 | $375000( $ 365000+$ 10000) |
1 | $137,260 |
2 | $140,725.00 |
3 | $144,293.95 |
4 | $147,969.97 |
5 | $206,756.27 |
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