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Net Present Value (NPV) Calculator

Discount a project’s future cash flows to today’s value and decide whether an investment is worth making.

Enter project details

%

Comma-separated inflow for each year (Year 1, Year 2, …).

Your results

Net Present Value

₹2,43,702

NPV ≥ 0 — the project adds value

PV of inflows

₹17,43,702

Initial investment

₹15,00,000

Profitability index

1.16

Decision

Accept

Cash flow summary

Number of periods
5 year(s)
Total inflows (undiscounted)
₹23,70,000
Present value of inflows
₹17,43,702
Less: initial investment
₹15,00,000
Net Present Value
₹2,43,702
  • * A positive NPV means the discounted inflows exceed the initial outlay, so the project is expected to create value.
  • * The discount rate should reflect your cost of capital or required rate of return.

What is the Net Present Value (NPV) Calculator?

Net Present Value (NPV) measures how much value an investment or project is expected to create, expressed in today’s money. It discounts all future cash inflows back to the present using a chosen rate and subtracts the initial investment. A positive NPV signals a worthwhile project; a negative NPV signals one to avoid.

How does it work?

Money received in the future is worth less than money today, so each year’s cash inflow is divided by a growing discount factor. The calculator sums these present values, subtracts the upfront cost, and reports the NPV along with a profitability index (present value of inflows per rupee invested).

Formula

NPV = −C₀ + Σ [ CFₜ / (1 + r)ᵗ ] for t = 1 … n

  • C₀ = initial investment (cash outflow at t = 0)
  • CFₜ = cash inflow in year t
  • r = discount rate (cost of capital)
  • n = number of years

Example calculation

Invest ₹15,00,000 today for inflows of ₹3,00,000, ₹4,20,000, ₹5,00,000, ₹5,50,000 and ₹6,00,000 over five years at a 10% discount rate. The present value of those inflows is about ₹17.0 lakh, giving a positive NPV of roughly ₹2.0 lakh — so the project is worth pursuing.

Benefits

  • Accounts for the time value of money, unlike a simple payback.
  • Gives a clear accept/reject rule: take projects with NPV ≥ 0.
  • Allows comparison of projects with different cash-flow patterns.

Limitations

  • Highly sensitive to the chosen discount rate.
  • Relies on uncertain forecasts of future cash flows.
  • Does not by itself indicate the scale or timing risk of a project.

Conclusion

NPV is the gold standard for capital-budgeting decisions because it directly measures value creation. Test a range of discount rates and cash-flow scenarios to understand how robust your decision is before committing capital.

You have the numbers — now put them to work

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Frequently asked questions

01What does a positive NPV mean?
A positive NPV means the present value of expected inflows exceeds the initial investment, so the project is expected to add value and is generally worth accepting.
02How do I choose the discount rate?
Use your cost of capital or the minimum return you require for the project’s risk level. A higher rate lowers the NPV.
03What is the profitability index?
It is the present value of inflows divided by the initial investment. A value above 1 corresponds to a positive NPV.
04How is NPV different from IRR?
NPV gives a rupee value at a fixed discount rate, while IRR is the rate at which NPV equals zero. They usually agree but can differ for unusual cash flows.
05Can NPV be negative?
Yes. If discounted inflows are less than the initial outlay, NPV is negative, indicating the project would destroy value at that discount rate.
06Does the order of cash flows matter?
Yes. Because of discounting, earlier cash flows are worth more, so receiving money sooner increases the NPV.