When cash inflows are even:
NPV = R × | 1 − (1 + i)-n | − Initial Investment |
i |
In the above formula,
R is the net cash inflow expected to be received in each
period;
i is the required rate of return per period;
n are the number of periods during which the project is
expected to operate and generate cash inflows.
When cash inflows are uneven:
NPV = | R1 | + | R2 | + | R3 | + ... − Initial Investment |
(1+i)1 | (1+i)2 | (1+i)3 |
Where,
i is the target rate of return per period;
R1 is the net cash inflow during the first
period;
R2 is the net cash inflow during the second
period; R3 is the net cash inflow during the
third period, and so on ...
I have calculated the net present value of this data using excel sheets
Present Value Of Cash Inflows (PVIFA) $ 2,98,173
Net Present Value (NPV) $ -2,51,827
net present value of investment in new machinery is -2,98,173 - (-2,51,827)
= -$46,346
QuestioT 2 Attempt due Jun 7 at 11:59pm 2.5 pts 2 Hours, 39 Minutes, 52 Beverage Manufacturing Company is evaluating...