Calculating NPV with Large Number of Variable Cash FlowsLast reviewed: November 3, 1994Article ID: Q72086 |
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SUMMARYYou may use the Present Value function (PV) to calculate the Net Present Value (NPV) of an investment that has a series of per =NPV(.13/12,1470,1470,....,199633.33) The PV function simplifies this calculation if set up as follows:
A7: 13% B7: =A7/12 A8: B8: A9: -1470 B9: 6 A10: -1633.33 B10: 95 A11: -199633.33 B11: 1 A12: =PV(B7,B9,A9)+PV(B7,SUM(B9:B10),A10)+PV(B7,SUM(B9:B11),A11) -PV(B7,B9,A10)-PV(B7,SUM(B9:B10),A11)The NPV for this series of cash flows calculates to -165,561.70. The solution process:
REFERENCES"Online Help," version 5.0 "Function Reference," version 4.0, pages 291, 341 "Function Reference," version 3.0, pages 162, 189
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