Compound Annual Growth Rate (CAGR) Calculator Written by Jeffrey Neal Johnson | Reviewed by Don MillerMay 1, 2024 ShareLink copied to clipboard. The MarketBeat Compound Annual Growth Rate (CAGR) Calculator helps you analyze an investment's average annual growth over time. To determine your CAGR, input your beginning value, ending value and investment period. Below, we've outlined common questions and answers about the Compound Annual Growth Rate. On This Page: FAQ | More Calculators Beginning Value: $ Ending Value: $ Number of Years: Compound Annual Growth Rate (CAGR) Formula CAGR = (Ending ValueBeginning Value) (1N) - 1 CAGR is calculated as the ending value divided by the beginning value, all raised to the power of one divided by the number of years, minus one. CAGR stands for Compound Annual Growth Rate. It's a financial metric representing the average annual rate at which an investment grows over a specific period. Unlike a simple average, CAGR takes into account compounding, meaning it smooths out the effects of year-to-year fluctuations that can make regular averages misleading. CAGR is important because it allows you to compare the growth of different investments over varying periods of time and provides a long-term perspective on an investment's true growth trajectory, especially for those with fluctuations in their returns. What's the difference between CAGR and a regular average return? A regular average simply adds yearly percentage gains or losses and divides by the number of years. CAGR goes further by considering how those returns compound over time. This means CAGR shows you the steady, year-over-year growth rate needed to go from your initial investment to its final value, giving a more realistic picture of long-term performance. How is CAGR calculated? While the full formula can look a bit intimidating, the concept is straightforward. Let's say you invested $1,000, which grew to $1,500 over three years. To find the CAGR, you'd take the ending value, divide it by the beginning value, raise it to the power of 1 divided by the number of years, and then subtract 1. This gives you a CAGR of roughly 14.5%. Is a higher CAGR always better? A higher CAGR generally signals stronger growth, but it's only one part of the picture. Investments with high CAGRs might have greater volatility, meaning bigger price swings up and down. It's essential to consider an investment's risk alongside its CAGR to align with your overall financial goals and how much risk you're comfortable taking. Can CAGR be used for investments other than stocks? Yes. CAGR is helpful for analyzing the growth of any investment where value compounds over time. You can use it to compare real estate properties, the growth of a business, the performance of your cryptocurrency portfolio, or even the changing value of a collectible item. How do I use CAGR to compare different investment options? CAGR is a powerful tool for comparison because it standardizes growth rates. When examining investments with different holding periods or uneven returns, look at their CAGR. A higher CAGR suggests stronger average growth over your chosen time period. Importantly, remember to compare investments within a similar risk category. Can I use CAGR to set realistic expectations for my investments? Yes, but with caution. CAGR reveals an investment's historical average growth rate. While this can form a baseline for expectations, it's important to remember that past performance doesn't guarantee future results. Market conditions can change, so use CAGR as one factor among others when setting expectations. Are there situations where CAGR might not be a useful measure? Yes, CAGR has some limitations. A simple percentage change might be more informative for very short-term investments (held less than a year). Also, CAGR focuses solely on growth and doesn't factor in income generation (like dividends). If dividends are essential to your strategy, you'll need to consider those alongside CAGR. Does CAGR account for factors like inflation? No, standard CAGR calculations do not adjust for inflation. This means a high CAGR may still result in a loss of purchasing power if inflation outpaces the investment's growth. To get an accurate inflation-adjusted picture, you would need to calculate a "real CAGR," which is slightly more complex. 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