Home/Calculators/CAGR Calculator•Last updated: June 13, 2026

Reverse CAGR Calculator India 2026

Find your investment's Compound Annual Growth Rate from initial and final values. Use our reverse CAGR calculator to discover the true annualized return of stocks, mutual funds, real estate, or any investment - or project future values at any growth rate.

14.87%
CAGR
100%
Absolute Return
2.0x
Multiplier
5 yrs
Time Period

Find Your CAGR

₹
₹1K₹1 Cr
₹
₹1K₹10 Cr
Years

CAGR Formula

CAGR = (FV/PV)1/n - 1
FV (Final Value)₹2.00L
PV (Initial Value)₹1.00L
n (Years)5

Compound Annual Growth Rate

14.87%

Your investment grew at 14.87% per year on average

Starting Amount₹1.00L
Ending Amount₹2.00L
Total Profit+₹1.00L
Wealth Multiplier2.00x

Investment Growth Over Time

Year-wise Projection

YearValueGain from StartGrowth %
Start₹1.00L——
Year 1₹1.15L+₹14.9K14.9%
Year 2₹1.32L+₹32.0K32.0%
Year 3₹1.52L+₹51.6K51.6%
Year 4₹1.74L+₹74.1K74.1%
Year 5₹2.00L+₹1.00L100.0%

Historical CAGR by Asset Class (India, 20+ Years)

📈
Sensex
13.5%
🥇
Gold
10.2%
🏠
Real Estate
8-12%
🏦
FD/PPF
7-8%

*Historical data for reference. Past performance doesn't guarantee future returns. Equity returns assume dividend reinvestment.

CAGR vs Other Return Metrics

MetricWhat It MeasuresBest For
CAGRSmoothed annual return with compoundingComparing investments across different periods
Absolute ReturnTotal gain from start to endQuick snapshot of total profit
XIRRReturns with irregular cash flowsSIP investments with varying amounts
Rolling ReturnsReturns over rolling time windowsUnderstanding return consistency

What is CAGR (Compound Annual Growth Rate)?

CAGR stands for Compound Annual Growth Rate. It represents the mean annual growth rate of an investment over a specified period longer than one year. Unlike simple average returns, CAGR assumes that profits are reinvested at the end of each year, reflecting the true power of compounding.

Think of CAGR as the "smoothed out" rate of return. If your ₹1 lakh investment became ₹2.5 lakhs over 5 years, CAGR tells you the consistent annual rate (20.1%) you would have needed to achieve this growth. It ignores the actual year-to-year volatility and gives you a single, comparable number.

The CAGR Formula Explained

CAGR = (Ending Value / Beginning Value)(1/n) - 1
Ending Value:

The final value of your investment after n years

Beginning Value:

Your initial investment amount

n (Period):

Number of years the investment was held

See How Different CAGR Rates Grow ₹1 Lakh

A 1-2% difference in CAGR may seem small, but over 20-30 years, it creates massive wealth differences. This is why fund selection matters.

CAGR Rate5 Years10 Years20 Years30 Years
7% (FD/PPF)₹1.40L₹1.97L₹3.87L₹7.61L
10% (Gold)₹1.61L₹2.59L₹6.73L₹17.45L
12% (Index Funds)₹1.76L₹3.11L₹9.65L₹29.96L
15% (Good Equity MF)₹2.01L₹4.05L₹16.37L₹66.21L
18% (Top Equity MF)₹2.29L₹5.23L₹27.39L₹1.43 Cr

💡 Notice: The difference between 12% and 18% CAGR over 30 years is ₹29.96L vs ₹1.43 Cr - nearly 5x more wealth!

Real-World CAGR Examples from India

📈

Nifty 50 (2004-2024)

20 Years Performance

Starting (Jan 2004)1,771 points
Ending (Jan 2024)21,725 points
20-Year CAGR13.4%

₹1 lakh invested in 2004 became ₹12.27 lakhs

🥇

Gold (2004-2024)

20 Years Performance

Starting Price₹6,000/10g
Ending Price₹63,000/10g
20-Year CAGR12.5%

₹1 lakh invested in 2004 became ₹10.5 lakhs

🏦

PPF (2004-2024)

20 Years Performance

Average Interest Rate8.0% (varied)
Tax BenefitEEE (Tax-Free)
Effective CAGR~8%

₹1 lakh invested became ₹4.66 lakhs (tax-free)

🏠

Mumbai Real Estate

Prime Locations (2004-2024)

Starting (Avg.)₹5,000/sq.ft
Ending (Avg.)₹35,000/sq.ft
20-Year CAGR10.2%

Plus rental income of 2-3% annually

5 Common CAGR Misconceptions

❌

Misconception 1: CAGR shows actual yearly returns

Many investors think their investment actually grew by CAGR% every year. Reality: Year 1 might be +40%, Year 2 might be -20%, Year 3 might be +25%. CAGR just shows the equivalent smooth rate.

✓ Truth: CAGR is a mathematical smoothing - actual returns vary significantly year to year. Nifty 50's 13% CAGR hides years of +60% and -50%.
❌

Misconception 2: Higher CAGR is always better

A small-cap fund with 25% CAGR over 3 years isn't necessarily better than a large-cap with 15% CAGR over 15 years. Short-term CAGR can be misleading.

✓ Truth: Compare CAGR over similar time periods (10+ years ideal). Also consider volatility, max drawdown, and risk-adjusted returns (Sharpe ratio).
❌

Misconception 3: CAGR works for SIP investments

CAGR is for lumpsum investments only. For SIP, each installment has a different holding period, making CAGR meaningless.

✓ Truth: Use XIRR (Extended Internal Rate of Return) for SIP investments. It accounts for the timing of each cash flow.
❌

Misconception 4: Past CAGR predicts future returns

A fund's 20% CAGR over the last 10 years doesn't guarantee the same going forward. Market conditions, fund size, and manager changes all affect future performance.

✓ Truth: Use historical CAGR to understand past performance, but base investment decisions on fundamentals, fund strategy, and your risk tolerance.
❌

Misconception 5: CAGR includes all returns

Standard CAGR calculations often exclude dividends, taxes, and exit loads, giving an incomplete picture.

✓ Truth: For accurate comparison, use "Total Return CAGR" which includes dividends. Also calculate post-tax CAGR for realistic returns after LTCG/STCG tax.

When to Use CAGR vs Other Return Metrics

ScenarioUse This MetricWhy?
Comparing two lumpsum investments over 5 yearsCAGRSame time period, same investment type - CAGR is perfect
Evaluating your SIP returnsXIRRMultiple investments at different times need XIRR
Checking how much your investment has grown totalAbsolute ReturnQuick snapshot without time adjustment
Measuring fund consistency across market cyclesRolling ReturnsShows return distribution over overlapping periods
Comparing risk-adjusted performanceSharpe RatioHigher Sharpe = better risk-adjusted returns
Understanding worst-case scenarioMax DrawdownShows maximum loss from peak to trough

Frequently Asked Questions

What is a reverse CAGR calculator?
A reverse CAGR calculator finds your investment's compound annual growth rate from initial and final values. Simply enter your starting investment (e.g., ₹1 lakh), current value (e.g., ₹3 lakh), and years held (e.g., 8 years) - the calculator works backwards to reveal your CAGR (14.7% in this example). It's called 'reverse' because you're finding the rate from actual values, not projecting future value from a known rate.
What is CAGR and why is it important?
CAGR (Compound Annual Growth Rate) is the average annual growth rate of an investment over a specified period, assuming profits are reinvested each year. Unlike simple average returns, CAGR accounts for the compounding effect, making it the most accurate way to compare investments across different time periods. For example, Nifty 50 has delivered approximately 12-14% CAGR over 20 years.
How is CAGR different from absolute returns?
Absolute return shows the total percentage gain (e.g., ₹1L becoming ₹2L is 100% absolute return). CAGR shows the annualized rate needed to achieve that growth with compounding. An investment doubling in 5 years (CAGR 14.87%) is better than one doubling in 10 years (CAGR 7.18%), even though both have the same 100% absolute return.
What is considered a good CAGR for investments in India?
For Indian equities (Nifty/Sensex), 12-15% CAGR is good over 10+ years. Top-performing mutual funds may deliver 15-20% CAGR. Real estate typically gives 8-12% CAGR. Fixed deposits and PPF provide 6-8% CAGR. Always compare CAGR with inflation (5-6% in India) to calculate real returns.
Can CAGR be negative?
Yes, CAGR can be negative when the final value is less than the initial value, indicating an investment loss. For example, if ₹1 lakh becomes ₹80,000 over 2 years, the CAGR would be approximately -10.56%. Negative CAGR is common in bear markets or poorly performing investments.
Is CAGR same as average annual return?
No, they're different. Average return is the arithmetic mean of yearly returns, while CAGR is the geometric mean. If Year 1 gave +50% and Year 2 gave -25%, the average return is 12.5% but CAGR is only 6.07%. CAGR is more accurate as it reflects the actual ending value.
How do I use CAGR to compare mutual funds?
When comparing mutual funds, always look at CAGR over the same time periods (3Y, 5Y, 10Y). A fund with 15% 5-year CAGR is better than one with 12% CAGR. But also consider: (1) risk-adjusted returns using Sharpe ratio, (2) category benchmark comparison, and (3) consistency of returns across market cycles.
What CAGR should I expect from Nifty 50 index funds?
Historically, Nifty 50 has delivered 12-14% CAGR over 15-20 year periods. During bull runs (2003-2007, 2020-2024), short-term CAGR can exceed 20%. During bear phases, 5-year CAGR may drop to 5-8%. For long-term planning, assume 11-12% CAGR for Nifty 50 index funds after accounting for expense ratio.
How does inflation affect CAGR?
Your 'real return' is CAGR minus inflation. If your investment gives 15% CAGR and inflation is 6%, your real CAGR is approximately 9% (exact formula: (1.15/1.06)-1 = 8.49%). Always consider real returns when planning for goals like retirement. PPF's 7.1% with 6% inflation gives only ~1% real return!
Can I use CAGR for cryptocurrency returns?
Yes, but be cautious. Crypto can show extreme CAGR over short periods - Bitcoin showed 100%+ CAGR from 2015-2020 but also had years of -70% returns. For volatile assets like crypto, CAGR over 5+ years is more meaningful. Also consider that crypto CAGR doesn't account for extreme volatility risk.
What is the Rule of 72 and how does it relate to CAGR?
The Rule of 72 is a quick way to estimate doubling time: Divide 72 by your CAGR to get years to double. At 12% CAGR, money doubles in ~6 years (72/12). At 15% CAGR, it doubles in ~4.8 years. This mental math helps quickly assess investment potential without a calculator.

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