Investment Timeline

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Cash Flows

Your Extended Internal Rate of Return (XIRR) is
0.00%
Annualized Return
Total Investment: $0.00
Total Returns: $0.00
Final Value: $0.00

What is XIRR (Extended Internal Rate of Return)?

XIRR (Extended Internal Rate of Return) is the annualized rate of return for investments where multiple cash flows occur at irregular intervals. Unlike simpler metrics, XIRR accounts for the exact timing of each transaction, providing a true measure of investment performance for real-world scenarios like SIPs, mutual funds with additional top-ups, or venture capital investments[citation:6].

Key Insight: XIRR is your personalized rate of return. Two investors in the same mutual fund can have completely different XIRRs based on when they invested or withdrew money[citation:6].

Mathematically, XIRR is the discount rate that makes the Net Present Value (NPV) of all cash flows equal to zero[citation:5]. It's calculated using the formula:

Σ [Pi / (1 + r)^((di - d1)/365)] = 0

Where:

Microsoft Excel's XIRR function uses this formula with an iterative calculation method, cycling through rates until the result is accurate within 0.000001%[citation:1].

Practical Applications & Use Cases (2026)

1. Systematic Investment Plans (SIPs) in Mutual Funds

For monthly SIP investments where you invest ₹10,000 every month for 3 years (total investment = ₹3,60,000), with a final value of ₹4,20,000, XIRR would be approximately 9.8% per annum[citation:6]. This accurately reflects that your first investment had 36 months to grow while your last investment had only 1 month.

2. Venture Capital & Private Equity Investments

Investors making staged investments in startups can use XIRR to calculate their true annualized return across multiple funding rounds and eventual exit proceeds, even when investments and returns happen at completely irregular intervals.

3. Portfolio With Irregular Contributions & Withdrawals

If you occasionally add lump sums to your investments or make partial withdrawals, XIRR provides the true annualized return that accounts for these timing differences, unlike absolute return calculations[citation:9].

4. Real Estate Investments with Multiple Cash Flows

For properties with irregular rental income, renovation expenses, and eventual sale, XIRR calculates the true annualized return considering all cash inflows and outflows at their specific dates.

XIRR vs CAGR vs Absolute Return: Comparative Analysis

Metric Best For Limitations Example Use Case
XIRR Multiple/irregular investments & withdrawals Requires exact dates of all transactions SIPs, venture capital, dividend reinvestment plans
CAGR Single lump-sum investments Cannot handle multiple cash flows One-time investment held for several years
Absolute Return Simple percentage gain calculations Ignores time value of money and investment duration Short-term trades under 1 year
IRR Regular periodic cash flows Requires equal time periods between cash flows Monthly annuity payments, regular dividends

Professional Insight: "If CAGR tells the story of one race, XIRR tells the story of every step you took along the way." While CAGR measures the growth of one tree you planted once, XIRR measures the growth of an entire garden you've been nurturing irregularly over time[citation:6].

Step-by-Step Calculation Examples

Example 1: SIP Investment with Final Redemption

Consider a 6-month SIP with ₹5,000 invested monthly, redeemed for ₹31,000 on July 1, 2017[citation:9]:

Dates: 01/01/2017, 03/02/2017, 01/03/2017, 11/04/2017, 01/05/2017, 25/06/2017, 01/07/2017
Cash Flows: -5000, -5000, -5000, -5000, -5000, -5000, 31000
Excel Formula: =XIRR(B1:B7, A1:A7)
Result: 11.92% XIRR

Example 2: Irregular Investments with Partial Withdrawals

For investments with both inflows and outflows at irregular intervals[citation:5]:

07/08/2016: -100,000 (Initial investment)
07/08/2018: +50,000 (Partial withdrawal)
07/08/2019: +30,000 (Dividend payment)
07/08/2020: -20,000 (Additional investment)
07/08/2021: +130,000 (Final redemption)
XIRR Result: 18.21%

Frequently Asked Questions (FAQs)

What is XIRR and when should I use it?

XIRR (Extended Internal Rate of Return) is the annualized rate of return for investments with multiple, irregular cash flows occurring at different times. Use it for SIPs, mutual funds with additional top-ups, venture capital, or any scenario where you invest or withdraw money at irregular intervals[citation:6][citation:9].

What's the difference between XIRR and CAGR?

CAGR calculates returns for a single investment made once. XIRR handles multiple investments/withdrawals at different times. CAGR is for lump-sum investments; XIRR is for SIPs, systematic transfers, or irregular cash flows where timing matters significantly[citation:6].

Can XIRR be negative? What does that mean?

Yes, XIRR can be negative. A negative XIRR indicates your investment has lost money overall, considering all cash inflows and outflows. The current portfolio value is less than the total amount invested when accounting for the time value of money[citation:6].

How do I interpret a 15% XIRR?

A 15% XIRR means your investments have generated an annualized return of 15%, considering the specific timing and amounts of all your transactions. It's the constant annual rate that would give you your current portfolio value from your series of irregular investments[citation:2][citation:9].

Why are cash flows entered as negative and positive values?

Negative values represent money going OUT of your pocket (investments, purchases). Positive values represent money coming IN (redemptions, dividends, final value). This convention aligns with standard financial modeling where outflows are negative and inflows are positive[citation:1][citation:5].

What are common XIRR calculation errors to avoid?

Common errors include: missing the minus sign for investments, dates not in chronological order, inconsistent date formats, not having at least one negative and one positive cash flow, and dates preceding the starting date[citation:1][citation:2].

How accurate is the XIRR calculation in this tool?

Our XIRR calculator uses the same iterative algorithm as Microsoft Excel, accurate within 0.000001%. It matches professional financial software results for all practical investment scenarios[citation:1][citation:2].