In: Finance
"HOW DO CFOs MAKE CAPITAL BUDGETING AND CAPITAL STRUCTURE
DECISIONS?" was the study conducted by John Graham and Campbell
Harvey, Duke University.
They solicited responses from approximately 4400 companies and have
received 392 surveys completed and made the study out of it. Around
100 questions were asked in the survey relating to capital
structure decisions and capital bugeting techniques.
From the findings of their survey, they found that NPV (Net Present
Value) was much widely used capital budgeting technique by the
companies.
NET PRESENT VALUE (NPV)
NPV stands for Net Present value. NPV of an investment propsal can be defined as sum of the present vaue of all future cash inflows minus the sum of the present value of all cash outflows.
Example
A project requires an initial investment of $80000 and is expected
to generate following cash inflows:
50,000(1st year), 45000 (2nd year), 30000(3rd year), 26000(4th
year)
Compute NPV if desired rate of return is 12%
Solution:
(PV of $1 at 12% - these values are taken from present value
table)
Year | PV of $1 at 12% | Net cash flow (in $) | PV of cash flow (in $) |
1 | 0.893 | 50000 | 44650 |
2 | 0.797 | 45000 | 35865 |
3 | 0.712 | 30000 | 21360 |
4 | 0.636 | 26000 | 16536 |
Total = | 118411 | ||
Initial investment = | 80000 | ||
NPV = | 38411 |
Here, since sum of PV of cash inflow > Initial investment(Cash outflow) = Accept this proposal, since NPV is positive
Decision to accept or reject proposal
If Present Value (PV) of cash inflow > PV of cash outflow =
Accept (SInce NPV is positive)
If Present Value (PV) of cash inflow = PV of cash outflow = Accept
(SInce NPV is positive)
If Present Value (PV) of cash inflow < PV of cash outflow =
Reject (SInce NPV is negative)