CAGR Calculator (Compound Annual Growth Rate)
Determine the annual growth rate of investments over a specific time period.
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Compound Annual Growth Rate (CAGR)
CAGR is a measure of the mean annual growth rate of an investment over a specified time period longer than one year. It represents one of the most accurate ways to calculate and determine returns for anything that can rise or fall in value over time.
Key Benefits:
- • Smooths out volatility
- • Easy to compare investments
- • Accounts for compound growth
- • Standardized performance metric
Use Cases:
- • Investment portfolio analysis
- • Business growth measurement
- • Fund performance comparison
- • Long-term financial planning
Calculation Formulas
About CAGR Calculator (Compound Annual Growth Rate)
What is Compound Annual Growth Rate (CAGR)?
The Compound Annual Growth Rate (CAGR) is a financial metric that represents the mean annual growth rate of an investment over a specified time period longer than one year. It provides a smoothed annualized return that eliminates the volatility of periodic returns, giving you a clear picture of how an investment has grown over time. Unlike simple averages, CAGR accounts for the compounding effect of investment returns, making it the most accurate way to calculate and compare returns for investments, business metrics, or economic data over multiple periods.
Why CAGR Matters in Investing
Performance Measurement
CAGR helps investors compare the historical performance of different investments (stocks, mutual funds, ETFs) over the same time period, regardless of their volatility or growth patterns.
Investment Planning
By understanding past CAGR, investors can make more informed projections about future growth potential and set realistic financial goals.
Business Analysis
Companies use CAGR to analyze revenue growth, customer acquisition rates, market expansion, and other key business metrics over time.
Portfolio Management
Financial advisors use CAGR to assess portfolio performance and make asset allocation decisions based on long-term growth trends.
How CAGR Differs from Other Growth Metrics
CAGR
- • Smooths growth over entire period
- • Accounts for compounding
- • Ignores volatility
- • Single growth rate for entire period
Average Annual Return
- • Simple average of yearly returns
- • Doesn't account for compounding
- • Can be misleading for volatile investments
- • Often higher than CAGR
Absolute Return
- • Total return over entire period
- • Doesn't annualize the return
- • Doesn't show year-over-year growth
- • Hard to compare different time periods
The CAGR Formula
The mathematical formula for CAGR is:
CAGR = (Ending Value / Beginning Value)(1/n) - 1
Variables Explained
- • Ending Value = Final value of investment
- • Beginning Value = Initial investment amount
- • n = Number of years in investment period
- • Result is expressed as a decimal (multiply by 100 for %)
Example Calculation
- • Initial investment: $10,000
- • Value after 5 years: $16,105
- • (16,105 / 10,000)(1/5) - 1 = 0.10
- • CAGR = 10%
- • Shows consistent 10% annual growth
Common Uses of CAGR
Investment Analysis
- • Comparing stock performance
- • Evaluating mutual fund returns
- • Assessing real estate appreciation
- • Analyzing retirement account growth
Business Metrics
- • Revenue growth tracking
- • Customer base expansion
- • Market share development
- • Profit margin improvement
Economic Indicators
- • GDP growth rates
- • Industry sector growth
- • Inflation rate comparisons
- • Demographic changes
Personal Finance
- • Retirement planning
- • Education savings growth
- • Wealth accumulation tracking
- • Debt repayment progress
Limitations of CAGR
While CAGR is a valuable metric, it has important limitations to consider:
Volatility Masking
- • Doesn't show year-to-year fluctuations
- • Two investments with same CAGR may have very different risk profiles
- • Doesn't account for sequence of returns risk
Assumption Limitations
- • Assumes smooth, consistent growth
- • Doesn't reflect cash flows during period
- • Past CAGR doesn't guarantee future returns
CAGR vs. IRR: Key Differences
Feature | CAGR | IRR (Internal Rate of Return) |
---|---|---|
Cash Flows | Only beginning and ending values | Accounts for multiple cash flows |
Compounding | Assumes reinvestment at same rate | Calculates actual rate based on cash flows |
Complexity | Simple calculation | More complex calculation |
Best For | Single lump-sum investments | Investments with multiple contributions/withdrawals |
Real-World CAGR Examples
Stock Market Returns
The S&P 500 has delivered a CAGR of approximately 10% before inflation over the past 100 years (1926-2023), though with significant volatility in shorter periods.
Tech Company Growth
Amazon achieved a remarkable 38% CAGR in revenue from 1995-2020, growing from $0.5 million to $386 billion, demonstrating the power of sustained high growth rates.
Emerging Markets
China's GDP grew at a 9% CAGR from 1980-2020, transforming from a primarily agricultural economy to the world's second-largest economy during this period.
Using Our CAGR Calculator
Our CAGR calculator simplifies the process of determining your investment's annualized growth rate. Simply enter your initial investment value, final value, and the number of years to instantly calculate your CAGR. The calculator can also project future values based on historical CAGR, helping you set realistic financial goals and compare different investment opportunities.
For more complex scenarios with multiple cash flows, consider using our IRR calculator. However, for straightforward growth analysis of lump-sum investments, CAGR provides the clearest picture of annualized performance.
Tips for Interpreting CAGR
Context Matters
- • Always consider the time period
- • Compare to relevant benchmarks
- • Look at economic conditions during period
Supplement with Other Metrics
- • Review standard deviation of returns
- • Examine maximum drawdown
- • Consider Sharpe ratio for risk-adjusted returns
Historical CAGR Benchmarks
Asset Class CAGRs (1928-2023)
- • Large Cap Stocks: 10.2%
- • Small Cap Stocks: 12.1%
- • Long-Term Government Bonds: 5.4%
- • Treasury Bills: 3.3%
- • Inflation: 3.0%
Sector CAGRs (20 Years)
- • Technology: 11.5%
- • Healthcare: 9.8%
- • Consumer Discretionary: 9.2%
- • Utilities: 6.5%
- • Energy: 5.9%
Frequently Asked Questions
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