Glossary · Performance & benchmarking
XIRR (Date-Exact IRR)
Also called: extended internal rate of return
The date-exact IRR (XIRR) is the IRR computed from cash flows on their actual dates, each discounted by the exact time elapsed since the first flow; private fund IRRs are normally computed this way.
A plain IRR assumes money moves at evenly spaced intervals. Funds call and distribute capital on irregular dates, so XIRR uses the calendar: a flow 200 days after the first one is discounted for 200/365 of a year. The name comes from the spreadsheet function, but the method is simply the date-exact version of IRR, and it always produces an annual rate.
Formula
XIRR
- Pi
- cash flow on date di (contributions negative, distributions and terminal NAV positive)
- d1
- date of the first cash flow
- r
- the annual rate that solves the equation (the XIRR)
- N
- number of cash flows, including the terminal NAV on the valuation date
Spreadsheet XIRR functions use an Actual/365 day count: the number of days divided by 365, ignoring leap years. Some performance systems use Actual/365.25, Actual/Actual or daily compounding, which give slightly different answers. The root does not depend on which date is used as d1: changing the reference date multiplies every term by the same factor.
Calculator
Fund cash-flow calculator
Enter LP contributions and distributions with their dates and the latest reported NAV. IRR uses the XIRR convention (actual days / 365) and treats NAV as a final inflow on its date. Calculations run in your browser.
- Paid-in
- 15
- Distributions
- 12
- IRR (XIRR)
- 9.03%
- DPI
- 0.80x
- RVPI
- 0.60x
- TVPI
- 1.40x
How XIRR is solved
Like IRR, XIRR has no closed-form solution. Spreadsheet and performance systems search numerically for the rate at which the dated flows have a net present value of zero, usually from a starting guess. The series must contain at least one negative and one positive value; otherwise there is no solution and spreadsheets return an error. When the sign of the flows changes more than once, more than one rate can solve the equation, exactly as for IRR.
Conventions that change the answer
Two calculators given "the same" fund can disagree for reasons that have nothing to do with performance:
- Which date. The cash-flow date is when money moved, not the date of the capital call notice or the distribution announcement.
- Day count. Actual/365, Actual/365.25 and Actual/Actual differ slightly over long periods.
- Aggregation. Some datasets record flows only by quarter and assume they occur at quarter-end, which shifts every flow by up to three months.
- Same-day flows. A call and a distribution on the same day should be netted; leaving them separate does not change the root but can confuse sign-change checks.
- Terminal value. Whether the NAV is gross or net of accrued carry, and its exact valuation date.
- Currency. Converting each flow at its own date's exchange rate is not the same as converting the final result.
Periods shorter than a year
XIRR always expresses the result as an annual rate. A fund three months old with a 3% gain shows an XIRR of about 12.6%, a number that says nothing reliable about a full year. The GIPS standards prohibit annualising returns for periods of less than one year; an XIRR for a fund younger than a year should be reported, if at all, as a cumulative return rather than an annual one.
Where XIRR is used
Fund managers compute net IRR and gross IRR on dated cash flows; LPs rebuild them from capital account statements to check reported figures; and the index-adjusted flows used in direct alpha and other public market equivalent methods are also date-exact. Wherever the inputs are dated, the date-exact form is the correct one. For money-weighted returns, the GIPS standards also require daily external cash flows (for periods from 1 January 2020), which is the date-exact calculation described here.
Worked examples
Illustrative LP cash flows with dates
An LP contributes $5.0m on 15 March 2021 and $3.0m on 2 November 2021, receives $1.5m on 30 June 2023 and $4.0m on 30 September 2024, and holds a NAV of $6.0m at 31 December 2025. XIRR is 10.1%.
The same flows forced into annual periods
Put both 2021 contributions at period 0 and the later flows at periods 2, 3 and 4 (calendar years 2023 to 2025), and a periodic IRR gives 11.4%. The 1.3-point difference is measurement error from bucketing the dates, not performance.
Examples are illustrative; figures are not market data.
Not the same as
- Internal Rate of Return (IRR): IRR is the general concept and the periodic form; XIRR is the same equation with exact dates and an Actual/365 exponent.
- Modified Internal Rate of Return: Modified IRR (MIRR) replaces the implicit reinvestment and financing rates with stated ones; XIRR keeps the IRR assumptions and only changes the timing.
Common mistakes
- Running a periodic IRR function on flows that are not evenly spaced.
- Using capital call notice dates instead of the dates cash actually moved.
- Reporting an XIRR for a period shorter than one year as if it were an annual return.
- Omitting the terminal NAV, which turns an interim IRR into an undefined or meaningless figure.
- Converting flows to another currency at a single exchange rate.
Edge cases
- A very short history with a large gain produces an extreme annualised rate; the cumulative return is more informative.
- Flows with several sign changes (for example, recalled distributions) can produce more than one XIRR.
- If the first flow is positive (for example, an in-kind transfer recorded first), the equation still solves but the sign convention must be checked.
Questions
Why does my XIRR differ from the IRR the manager reports?
Usually because of dates (notice versus cash date), fees or expenses paid outside the capital account, whether NAV is net of accrued carry, or because the manager reports an aggregate for all LPs while an individual LP's terms may differ.
Is XIRR the same as IRR?
It solves the same equation, but uses the exact time between dated flows instead of whole periods. For flows exactly one calendar year apart the two give almost the same answer; they match exactly only when no leap day falls between the flows.
External standards
| Standard | Relation | Note |
|---|---|---|
| GIPS 2020 (Annualisation of returns for periods of less than one year (prohibited)) | related |
Sources
- Global Investment Performance Standards (GIPS) for Firms 2020. CFA Institute, 2020 edition; effective 1 January 2020; required for GIPS Reports with periods ending on or after 31 December 2020. Status: Current (checked 2026-10-01). 2.A.12; 2.A.29.b — supports: Returns for periods under one year must not be annualised; money-weighted returns use daily external cash flows
Related terms
4 termsConcept record
- Concept ID
- ALTSS-PERF-005
- Classification
- Performance & benchmarking
- Topics
- Performance & benchmarking
- Version
- 2.0.0
- Last reviewed
- Structured data
- JSON