Title | Excel Function Description - PV & NPV |
---|---|
Course | Corporate Finance |
Institution | IE Universidad |
Pages | 1 |
File Size | 78.9 KB |
File Type | |
Total Downloads | 83 |
Total Views | 130 |
Excel Function - PV & NPV - Theory and Application...
rate nper pmt fv type Note:
PV (rate; nper; pmt; [fv]; [type]) Using the PV function rate of discount number of periods level periodical payments (for annuities) final additional cash flow (optional) 0 or 1, 1 means annuity is due (optional) Results have the opposite sign of pmt [fv]
rate value 1 value 2 value 3 … Note:
NPV(rate; value1; [value2]; [value3]; ... ) Using the NPV function rate of discount cash flow period 1 cash flow in period 2 cash flow in period 3 cash flows can be included as a range All cash flows are end-of-period
Below you find some simple exercises. Make your calculations in the cells containing ?. Answers are provided further below. Compute the (N)PV here rate nper pmt fv type t =0 1 ? 5% 5 250 0 0 2 ? 7% 3 0 5.000 0 3 ? 5% 5 250 0 1 250 4 ? 3% 5 ? 15% -3.000 6 ? 23% 7 425 1.000 0 Note: Cash flows are given explicitly and are also summarized as (nper; pmt; fv; type) whenever possible.
1 2 3 4 5 6
Answers €1.082,37 €4.081,49 €1.136,49 €1.985,02 €404,84 €1.648,77
rate 5% 7% 5% 3% 15% 23%
nper 5 3 5
7
pmt 250 0 250
425
fv 0 5.000 0
1.000
type 0 0 1
0
1 250
2 250
250
250
200 425
800 425
1 250
2 250
250
250
250
-3.000
200 425
800 425
t =0
3 250 5.000 250 300 1.500 425
3 250 5.000 250 300 1.500 425
4 250
Cash flows 5 250
250 300 1.000 425
4 250
300 800 425 Cash flows 5 250
250 300 1.000 425
300 800 425
6
7
8
9
10
300 700 425
300 500 1.425
300 300
300 200
300 100
6
7
8
9
10
300 700 425
300 500 1.425
300 300
300 200
300 100...