
CAGR Calculator
Compound annual growth rate between a starting and ending value over time.
Compound annual growth rate
20.11%
2.5× over 5 years
Total growth
150.0%
Growth multiple
2.5×
AI Breakdown & Smart Takeaway
Plain-English insight on your numbers
Get a personalized explanation of what these results mean — and how to improve them.
How the CAGR Calculator works
The CAGR Calculator computes the compound annual growth rate between a starting value and an ending value over a specified number of years, giving you a single, smoothed annualized rate that represents how fast an investment or business metric grew. It's ideal for investors, analysts, and business owners who need to compare growth across different time horizons on an apples-to-apples basis.
CAGR works by answering a deceptively simple question: if your investment grew at a perfectly steady rate each year, what would that rate be? Unlike a simple average of annual returns, CAGR accounts for compounding — the fact that each year's growth builds on the prior year's accumulated value. This makes it a far more accurate representation of true investment performance over multi-year periods. Enter your beginning value, ending value, and the number of years elapsed, and the calculator does the rest.
The key insight behind CAGR is that real-world investments rarely grow at a uniform rate. A portfolio might gain 30% in one year and lose 10% the next, making year-by-year comparisons noisy and misleading. CAGR cuts through that volatility by treating the journey as irrelevant and focusing only on where you started and where you ended up relative to the time elapsed. This is why CAGR is the standard metric used in earnings reports, fund prospectuses, and venture capital pitches when communicating annualized return figures.
Several factors directly affect your CAGR result. The most obvious are the magnitude of growth and the length of the time period — a higher ending value and a shorter time span both push CAGR up. But be aware that the time period you choose can dramatically change the picture: cherry-picking a favorable start or end date (a practice sometimes called 'peak-to-trough' or 'trough-to-peak' selection) can make a mediocre investment look stellar or a strong one look weak. Always use consistent, meaningful start and end dates — such as fiscal year-end figures or the actual purchase and sale dates of an asset.
A common mistake is confusing CAGR with average annual return. If a $10,000 investment falls to $5,000 in year one and recovers to $10,000 in year two, the simple average return is 0% — yet the arithmetic mean of +(-50%) and +(+100%) is 25%, which is wildly misleading. CAGR correctly yields 0%, because the ending value equals the starting value. Another pitfall is applying CAGR to highly irregular or lumpy cash flows (like rental income or dividend reinvestment); for those scenarios, IRR (Internal Rate of Return) is a more appropriate metric. Use CAGR when you have a single lump-sum starting investment and a single ending valuation.
Formula
CAGR = (End ÷ Begin)^(1/years) − 1
Pro tips
- Use CAGR to compare investments over different time spans fairly.
Key terms
- CAGR (Compound Annual Growth Rate)
- — The rate at which an investment would have grown each year if it had grown at a steady, compounded rate from its beginning value to its ending value over the specified period.
- Beginning Value
- — The initial value of an investment or metric at the start of the measurement period, serving as the base for the growth calculation.
- Ending Value
- — The final value of an investment or metric at the end of the measurement period, representing the outcome that CAGR is working backward from.
- Annualized Return
- — A return figure that has been converted to a per-year rate to allow meaningful comparison across investments held for different lengths of time.
- Compounding
- — The process by which investment gains are reinvested to generate additional gains in subsequent periods, causing growth to accelerate exponentially rather than linearly.
- Time Horizon
- — The number of years over which growth is measured, which is a critical input in CAGR since the same absolute gain looks very different stretched over 2 years versus 20 years.



