Calculate your annualised investment returns. Measure your XIRR across multiple investments and withdrawals made on different dates.
Holding Period
1461 days (4.00 yrs)
Absolute Return
50.00%
Total Gain
₹50,000
XIRR (annualised)
10.66%
When you invest through a Systematic Investment Plan (SIP), you may put money into a mutual fund every month rather than investing the entire amount at once. Since each instalment is invested on a different date, calculating your actual investment return can be more complicated than simply comparing the amount invested with the current value.
An XIRR Calculator helps you estimate the annualised return on investments made or withdrawn on different dates. It considers the timing and amount of each cash flow, making it particularly useful for evaluating SIPs, mutual fund investments, and portfolios with multiple transactions.
With an XIRR return calculator, you can enter your investment dates, amounts, and current portfolio value to understand how your money has performed over time. The result can help you review your investment progress, compare returns, and make more informed financial decisions.
An XIRR Calculator is an online financial tool that calculates the annualised rate of return for a series of cash flows occurring on different dates. XIRR stands for Extended Internal Rate of Return and is commonly used to measure returns when investments are made at irregular intervals.
Unlike a simple return calculation, XIRR accounts for both the amount and timing of each cash flow. This makes it suitable for investments where you make monthly SIP contributions, add money at different times, or withdraw funds before the end of the investment period.
For example, suppose you invest ₹5,000 every month in a mutual fund. Each instalment remains invested for a different length of time. An XIRR Calculator considers the dates of those instalments and the value of your investment on the calculation date to estimate an annualised return.
An XIRR calculator online can be useful for:
XIRR is an estimate based on the cash flows and dates you enter. It does not guarantee future returns or indicate whether an investment is suitable for your financial goals.
Using an XIRR Calculator is straightforward. You need the dates and amounts of your investments, any withdrawals, and the current or final value of the investment.
Follow these steps:
For an accurate result, ensure that the transaction dates and amounts match your investment records. If your portfolio includes multiple funds, calculate each fund separately or use a combined cash-flow calculation if you want to evaluate the portfolio as a whole.
An XIRR Calculator is most useful when your investments involve multiple cash flows on different dates. A simple CAGR calculation may not adequately represent these investments because it generally assumes one initial investment and one final value.
Consider using XIRR in the following situations:
If you made a single lump-sum investment and held it until the end of the period, CAGR may be sufficient. If you invested or withdrew money at different times, XIRR is generally more appropriate.
An XIRR Calculator estimates the annualised rate of return that makes the net present value of all dated cash flows equal to zero. In simple terms, it finds the annual rate that balances the money you invested against the money you received, taking the dates of the transactions into account.
The XIRR formula is:
Where:
The calculator solves this equation numerically because the annualised rate cannot usually be isolated through a simple rearrangement.
Suppose you invest ₹10,000 in a mutual fund on 1 January and invest another ₹10,000 on 1 July. On 31 December, your investment is worth ₹22,000.
| Date | Cash flow | Description |
|---|---|---|
| 1 January | −₹10,000 | First investment |
| 1 July | −₹10,000 | Second investment |
| 31 December | +₹22,000 | Final investment value |
Your total contribution is ₹20,000, and the final value is ₹22,000. The simple total return is 10%, but the XIRR is higher because the second ₹10,000 was invested for only about half a year.
Using these illustrative dates and amounts, the annualised XIRR is approximately 13.5%. The exact result depends on the dates entered and the calculator's day-count convention.
This example shows why XIRR can be more informative than a simple percentage gain when investments are made at different times.
The accuracy of your XIRR result depends on entering the right cash flows and dates. Even a small input error can change the calculated return.
Follow these guidelines:
A standard XIRR calculation generally requires at least one negative cash flow and one positive cash flow. If all cash flows have the same sign, or if the transaction pattern does not produce a suitable solution, the calculator may not return a meaningful result.
XIRR is widely used to evaluate SIP performance because each instalment is invested on a different date. Earlier instalments remain invested for longer, while more recent instalments have less time to grow or decline.
A simple total-return calculation shows the gain or loss relative to the money invested, but it does not fully account for when each instalment was made. XIRR accounts for the dates and amounts of those transactions.
For example, two investors may contribute the same total amount to the same mutual fund but invest on different dates. Their portfolio values and annualised returns can differ because their money was invested for different periods.
XIRR helps investors:
However, XIRR does not predict future performance. Past returns can differ significantly from future returns, especially in market-linked investments.
Before relying on an XIRR result, keep these points in mind:
A negative XIRR generally means the investment's dated cash flows have produced a loss on an annualised basis over the period being evaluated.
For example, suppose you invest ₹1,00,000 and the value of your investment falls to ₹90,000 after one year, with no other cash flows. The annualised return is approximately −10%.
For SIPs or investments with several transactions, the XIRR calculation also accounts for the dates and amounts of each contribution and withdrawal. A negative result may reflect a fall in market value, an unfavourable selling price, or the timing of your cash flows.
A negative XIRR does not automatically mean the investment will continue to lose value. Review the investment's purpose, time horizon, risk, and underlying performance before making a decision based on the result alone.
XIRR and CAGR both express investment performance as an annualised percentage, but they are designed for different cash-flow patterns.
| Feature | XIRR | CAGR |
|---|---|---|
| Best suited for | Multiple investments or withdrawals on different dates | A single initial investment and a final value |
| Cash-flow timing | Accounts for individual dates | Does not account for intermediate cash flows |
| Common use | SIPs, mutual fund transactions, portfolios with additions or withdrawals | Lump-sum investments held over a period |
| Calculation method | Solves for a rate using dated cash flows | Uses starting value, ending value, and time |
| Interpretation | Annualised return based on cash-flow timing | Compound annual growth rate between two values |
For a single lump-sum investment with no intermediate cash flows, XIRR and CAGR will generally be close when the same start and end dates are used, though the exact result may differ because of the date convention.
For regular SIPs or irregular contributions, XIRR is generally the more appropriate measure.
An XIRR Calculator includes taxes, fees, and exit loads only if you account for them in the cash flows you enter.
For example, if you invest ₹10,000 and pay a ₹100 transaction charge separately, you can include the charge in the investment outflow if you want to measure your return after that cost. If your final redemption amount is already reduced by an exit load or tax, use the actual amount received.
For a realistic estimate:
A calculator using only investment contributions and the current portfolio value may show a return that differs from your final after-tax return.
Microsoft Excel includes an XIRR function that calculates the annualised return for cash flows occurring on different dates.
Follow these steps:
In column A, enter the date of each investment, withdrawal, and final valuation.
In column B, enter investments as negative values and withdrawals or final proceeds as positive values.
Enter the XIRR formula:
=XIRR(B2:B5,A2:A5)
Here, B2:B5 contains the cash flows and A2:A5 contains their corresponding dates. Adjust the ranges to match your data.
Select the result cell and apply percentage formatting to make the annualised return easier to read.
Confirm that the dates are valid, cash flows have the correct signs, and the data contains both negative and positive values.
You can also provide an optional starting estimate, known as a guess, if Excel has difficulty finding a solution:
=XIRR(B2:B5,A2:A5,0.1)
In this example, 0.1 represents a starting estimate of 10%. It is not the assumed final return.
Use XIRR when you want to measure the annualised performance of an investment with multiple cash flows occurring on different dates.
Common use cases include:
For a simple lump-sum investment with no intermediate transactions, CAGR may be sufficient. For an investment with multiple dated cash flows, XIRR generally gives a more useful annualised measure.
CAGR measures the compound annual growth rate between an investment's starting and ending values over a period. XIRR calculates an annualised return by considering the dates and amounts of all relevant cash flows.
The CAGR formula is:
Where n is the investment period in years.
For example, if ₹1,00,000 grows to ₹1,21,000 over two years, the CAGR is approximately 10% per year.
XIRR is better suited to situations where additional contributions or withdrawals occur during those two years. It uses each cash flow's date rather than treating the entire investment as if it were invested at the beginning.
Neither metric tells you what an investment will earn in the future. Both describe past performance based on the information used in the calculation.
An XIRR Calculator can help investors understand investment performance without having to solve a complex equation manually.
For meaningful comparisons, consider investment risk, costs, taxes, and the period covered by the calculation in addition to the XIRR percentage.
For a single lump-sum investment to double in three years, the required annual compound return is approximately 26%:
Required return = 21/3 − 1
This is approximately 25.99% per year. For investments involving SIPs or irregular cash flows, the relationship between XIRR and the amount accumulated is different because each contribution is invested for a different length of time.
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