In: Finance
| Given : | |
| Capital Investment | $ 10,000,000 | 
| Useful life in years | 5 | 
| SL Depreciation per year | 2,000,000 | 
| Income Tax rate | 30% | 
| Salvage value | $ 2,000,000 | 
| Tax on Capital gain on salvage value | 600,000 | 
| Annual Tax shield on Depreciation=$2M*30%= | 600,000 | 
| We are ignoring the cost of technical due | |
| diligence for capital project evaluation as it | |
| is a sunk cost. | |
| WACC of Capital | 15% | 
| Additional investment in WC | $ 500,000 | 
| After Tax EBIT per year | |
| Annual Revenue | $ 2,800,000.00 | 
| Annual variable cost @25% | $ 700,000.00 | 
| Earning Before Tax | $ 2,100,000.00 | 
| Tax 30% | $ 630,000.00 | 
| After Tax Income per year | $ 1,470,000.00 | 
| NPV Calculation | |||||||
| Details | Year 0 | Year 1 | Year 2 | Year 3 | Year 4 | Year 5 | |
| Initial Investment | |||||||
| Capital Investment | $ (10,000,000) | ||||||
| Investment in WC | $ (500,000) | ||||||
| a | Total Initial Outlay | $ (10,500,000) | |||||
| Cash flow from Operations : | |||||||
| After Tax Operating income | $ 1,470,000 | $ 1,470,000 | $ 1,470,000 | $ 1,470,000 | $ 1,470,000 | ||
| Add: Depreciation Tax Shield | $ 600,000 | $ 600,000 | $ 600,000 | $ 600,000 | $ 600,000 | ||
| b | Total Cash flow from oeprations | $ 2,070,000 | $ 2,070,000 | $ 2,070,000 | $ 2,070,000 | $ 2,070,000 | |
| Terminal Cash flow | |||||||
| Salvage value of Investment | $ 2,000,000 | ||||||
| Less Tax on Capital gain on salvage | $ (600,000) | ||||||
| Return of NWC | $ 500,000 | ||||||
| c | Total Terminal Cash Flow | 1,900,000 | |||||
| d | Free Cash Flow from Project=a+b+c= | $ (10,500,000) | $ 2,070,000 | $ 2,070,000 | $ 2,070,000 | $ 2,070,000 | $ 3,970,000 | 
| e | PV factor @15%=1/1.15^n= | 1.0000 | 0.8696 | 0.7561 | 0.6575 | 0.5718 | 0.4972 | 
| f | PV of Free Cash flows =d*e | $ (10,500,000) | $ 1,800,072 | $ 1,565,127 | $ 1,361,025 | $ 1,183,626 | $ 1,973,884 | 
| g | NPV=Sum of PV of Free Cash flows | $ (2,616,266) | |||||
| Ans . | |||||||
| As the NPV of the Project is negative , Microsoft should not accept the project. | 
| Ans 2. | ||||||
| As Microsoft is planning to use a higher proportion of Debt than the usual capital structure for financing this project, the WACC of the | ||||||
| capital to be used for funding the project will be different from 15%. Use of higher debt generally reduces the WACC unless the high geraing | ||||||
| increases the cost of equity more than before. The WACC of the fund to be used for this project will also depend on the specific business risk | ||||||
| of the project. Microsoft will face the risk that if the effective WACC of the Project is lower than 15% as used in evaluation, then it may | ||||||
| wrongly turn the NPV negative, when the NPV should be positive due due a lower WACC. So Microsoft bears the risk of rejecting a profitable | ||||||
| investment if it uses a wrong WACC as discount factor. | 
| Ans 3. | |||||
| WACC can be used as the discount factor for the cash flows of a project when the marginal cost of the capital invested for the project | |||||
| consdiers the project specific business risks and capital structure related financial risks and the risk adjusted cost of capital absorbs all | |||||
| risks pertaining to the specific project. I such a case the WACC will be useful for discounting the Cash flows of the project. | |||||