Net present value is the difference between present value (PV) of cash inflows means initial investment and the present value (PV) of cash outflows mean future value. Net Present value in terms of money can be positive, negative and zero.
Following are the examples of NPV:
Example-1
John have $200,000 and he want to invest money in land. John thinks that the future value of the land would be $350,000. Then
Net Present Value (NPV) = future value of land – present value of land
- NPV= $350,000 - $200,000
- NPV = $150,000 ( positive)
Example 2
Maria have $200,000 and he want to invest money in land. maria thinks that the future value of the land would be $190,000. Then
Net Present Value (NPV) = future value of land – present value of land
- NPV= $190,000 - $200,000
- NPV = -$10,000 ( Negtive)
Example: 3
Paul have $200,000 and he want to invest money in land. Paul thinks that the future value of the land would be $200,000. Then
Net Present Value (NPV) = future value of land – present value of land
- NPV= $200,000 - $200,000
- NPV = 0 ( Zero)
General formula of NPV
Where T = Time period Ct = Cash inflow Co = Cash Out flow
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