In: Finance
Four projects P, Q, R and S, are available to a company which is facing shortages of capital over the next years but expects capital to be freely available thereafter.
P ‘000 € |
Q '000 € |
R ‘000 € |
S ‘000 € |
|
Total capital required over life of project |
20 |
30 |
40 |
50 |
Capital required in next year |
20 |
10 |
30 |
40 |
Net present value (NPV) of project at company’s cost of capital |
60 |
40 |
80 |
80 |
In what sequence should the projects be selected if the company wishes to maximise net present values?
If the company want to maximise the Net Present value following scenario has be analysed: | ||||
P | Q | R | S | |
Capital Required next year | € 20,000 | € 10,000 | € 30,000 | € 40,000 |
NPV of the project at the company cost of capital | € 60,000 | € 40,000 | € 80,000 | € 80,000 |
Total capital required | € 20,000 | € 30,000 | € 40,000 | € 50,000 |
Cash Inflow from each project | € 80,000 | € 70,000 | € 1,20,000 | € 1,30,000 |
(NPV + Total capital required) | ||||
Times of NPV against total capital required(NPV/Total capital required) | 3 | 1.33 | 2 | 1.60 |
Ranking | 1st | 4th | 2nd | 3rd |
Product P, R , S and then E | ||||
Capital should be invested according to the ranking as they will earn a maximum NPV because project ultimately has to be evaluated on the basis overall capital invested and NPV achieved from it . | ||||
Notes | ||||
Assuming that NPV given in the question is calculated on the overall project cost and not just on the basis of Next year capital requirement | ||||
We have to see the that which project generate maximum NPV with less capital irrespective of the fact that shortage of capital is there in next year because maximization of NPV is achieved on basis of total capital required for that project. |