Advanced Metrics

IRR Calculator

Compute the Internal Rate of Return for your investments. Analyze complex cash flows to determine true profitability.

Currency
₹

One Lakh Rupees

₹

Twenty Thousand Rupees

₹

Twenty Five Thousand Rupees

₹

Thirty Thousand Rupees

₹

Thirty Five Thousand Rupees

₹

Forty Thousand Rupees

Internal Rate of Return (IRR)

1345.31%

Cash Flow Analysis

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YearCash Flow
0-₹1,00,000
1₹20,000
2₹25,000
3₹30,000
4₹35,000
5₹40,000

IRR Deep Dive

What an IRR calculator measures

Internal Rate of Return is the discount rate that makes the net present value of a series of payments and receipts equal to zero. This calculator uses annual rows, so its result is an annual rate for the cash flows entered.

Amounts may differ from year to year. The intervals must remain equal: Year 1 is one year after Year 0, Year 2 is two years after it, and so on. IRR and XIRR use different timing conventions. [1][2]

A worked annual cash flow example

YearNet cash flow
0−₹1,00,000
1₹20,000
2₹25,000
3₹30,000
4₹35,000
5₹40,000

These cash flows have an annual IRR of 13.45%. Total receipts are ₹1,50,000, so the undiscounted gain is ₹50,000. That gain is a total amount; IRR also accounts for when each receipt arrives.

How to interpret the percentage

At 13.45%, the discounted receipts in this example approximately equal the initial payment. The percentage does not mean that the investment balance grew by that amount every year.

An IRR based on projected receipts is only as reliable as those projections. Compare the result with an appropriate benchmark, the amount of money involved and the risks attached to receiving the cash flows.

How to Use the IRR Calculator

1

Enter the initial payment as a positive amount in Initial Investment Outflow. The analysis table should show it as a negative Year 0 cash flow.

2

Enter the receipt for each later year. Use the net year-end amount when that row represents combined cash movements.

3

Keep a zero entry for any year with no payment or receipt. Removing the row brings later receipts forward and changes the timing.

4

Include sale proceeds or a remaining investment valuation in the final year once, together with any other final-year receipt.

5

Check the cash flow analysis table before reading the percentage or downloading a report.

If you need additional payments after Year 0, the cash flow field must accept negative values. Do not replace an outflow with a positive number to fit an input restriction.

How IRR Is Calculated

The calculator solves for r in this equation:

0 = CF₀ + CF₁/(1 + r) + CF₂/(1 + r)2 + … + CFₙ/(1 + r)n

CF₀ is the initial negative cash flow and later CF values are the net annual receipts or payments. The rate is found numerically because ordinary cash-flow sequences usually do not have a convenient direct formula.

For a quick check, a payment of ₹1,00,000 followed one year later by ₹1,10,000 has a 10% IRR. Keeping the intervening zero year in −₹1,00,000, ₹0, ₹1,21,000 also gives 10% annually.

Choosing the Right Return Measure

IRR and XIRR

IRR uses equal intervals. XIRR uses actual dates and is the appropriate method when payments fall on irregular calendar dates, including an actual SIP history. This FFC calculator has annual rows and does not calculate XIRR.

IRR and CAGR

The CAGR Calculator uses a beginning value, ending value and duration without intermediate external cash flows. For a single initial payment and one final receipt, annual IRR and CAGR agree when the duration is treated consistently.

IRR and ROI

The ROI Calculator describes total return relative to cost. IRR incorporates timing. Neither percentage alone shows the absolute value created, liquidity or risk. Use the Investment Calculator when the task is to project a future balance from an assumed rate.

Advanced limits

Cash flows that change sign several times can have multiple IRRs or no usable solution. A higher IRR can also accompany a smaller rupee gain. For complex project comparisons, net present value at a chosen discount rate may provide more useful context.

The IRR equation does not model how interim receipts are reinvested. A separate terminal-wealth or modified-IRR analysis needs additional assumptions. These advanced measures are outside this calculator's annual IRR result.

Frequently Asked Questions

Can annual cash flow amounts vary?
Yes. IRR accepts unequal amounts at equally spaced intervals. Unequal dates require a date-based calculation.
Can IRR be negative?
Yes. For example, ₹1,00,000 paid now and ₹90,000 received after one year gives −10%.
What if all cash flows have the same sign?
A meaningful conventional IRR needs at least one payment and one receipt. A missing solution must not be interpreted as a zero return.
Can I enter monthly transactions as years?
No. That changes the timing. Use a periodic tool with a matching interval, or XIRR with actual dates.
Are tax and fees included?
Only when reflected in the cash flows entered. Use consistent before-tax or after-tax amounts throughout.

Assumptions and Disclaimer

The calculation uses one cash flow per year and does not model transaction dates, market volatility or the certainty of projected receipts. Numerical solvers can fail or find only one solution in unusual cases.

This is education, not investment advice. Mutual fund investments are subject to market risks; read all scheme-related documents carefully. Past performance does not guarantee future results.

Sources and Review

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