CAGR Calculator
Use this CAGR calculator to estimate compound annual growth rate, total return, absolute gain and year-wise growth progression based on the beginning value, ending value and holding period. This page also includes comparison charts, formula explanation, examples, and practical planning insights.
Calculate CAGR
Enter the beginning value, ending value, period in years and growth view preference to estimate CAGR, total return, gain and year-wise annualised progression.
CAGR result explained
The CAGR shown above is the annualized return required for the beginning value to reach the ending value over the selected time period. In simple terms, it converts total growth into one standard yearly rate.
- Higher CAGR usually means faster annualised growth.
- Lower CAGR means slower annual growth over the same period.
- Total return shows full-period growth, while CAGR shows the yearly compounded equivalent.
This makes CAGR useful when comparing mutual fund returns, lumpsum investment outcomes, stock performance, portfolio growth and even business revenue expansion.
CAGR planning highlights
These highlights turn the calculator output into a simpler planning summary so users can understand how the beginning value, total gain and time horizon work together.
Annualised compounded growth rate implied by the selected beginning value, ending value and period.
Simple difference between ending value and starting value.
Total percentage growth across the full period, without annualising it.
How many times the ending value is compared with the beginning value.
Beginning value vs growth chart
This chart gives a quick visual view of how much of the final value comes from the original amount and how much comes from growth generated over time.
Time and multiplier view
This timeline shows how the investment period and the value multiple relate to each other in a simpler visual format.
CAGR year-wise growth table
This table shows how the value may progress over time if it grew at a steady annualised CAGR based on your selected inputs.
| Step | Time point | Opening value | Growth added | Closing value | Multiple |
|---|---|---|---|---|---|
| Calculation will appear here. | |||||
CAGR comparison insights
This comparison chart shows how the same beginning value translates into different CAGR outcomes when the ending value reaches 1.25×, 1.50×, 2.00× or 3.00× over the same period.
What does CAGR mean?
Compound Annual Growth Rate, or CAGR, represents the annualized return required for the beginning value to become the ending value over the chosen period. It turns total growth into one standard annual rate so investors, business owners and analysts can compare outcomes more clearly.
In financial analysis, CAGR is widely used to measure investment growth rate, annual return, portfolio performance, revenue growth and long-term wealth creation. It is considered one of the most reliable ways to compare different investments across different time periods.
Why CAGR matters
CAGR is useful because a total return number on its own can be misleading. For example, comparing returns using a lumpsum calculator or evaluating long-term investments through a mutual fund returns calculator becomes easier when results are converted into an annualised CAGR format.
- Useful for stock returns, mutual fund returns and portfolio performance
- Helpful for business revenue growth, profit growth and customer growth analysis
- Widely used as an annual growth rate comparison metric
What CAGR does not show
CAGR smooths the journey into one annual rate. It does not show volatility, drawdowns, market swings or the effect of multiple cash flows during the holding period.
- Does not reflect yearly ups and downs
- Does not replace risk analysis
- Does not work well for SIP-style investing where XIRR is more suitable
CAGR formula and calculation
This CAGR calculator uses the standard compound annual growth rate formula to convert total growth into an annualized return.
| Formula | Meaning |
|---|---|
| CAGR = (Ending Value ÷ Beginning Value) ^ (1 ÷ Years) − 1 | This formula derives the annual compounded growth rate required to move from the beginning value to the ending value over the selected period. |
Step-by-step CAGR calculation
- Divide the ending value by the beginning value
- Raise the result to the power of 1 ÷ years
- Subtract 1 from the result
- Convert the answer into a percentage
How to use this result
Use CAGR when you want to compare long-term returns, business growth rates or portfolio outcomes on a common annual basis. CAGR works especially well for lump sum investments, stock return analysis, and long-term wealth tracking.
If money was invested gradually through a SIP or through irregular contributions, CAGR is usually not the best metric. In those cases, an XIRR calculator is more suitable because it accounts for multiple cash flows over time.
CAGR examples
Examples make annualized return easier to understand and help answer common search intent around how to calculate CAGR in practice.
| Scenario | Calculation view | Approximate CAGR |
|---|---|---|
| ₹1,00,000 grows to ₹2,00,000 in 6 years | Investment doubles over 6 years | 12.25% |
| ₹5,00,000 grows to ₹10,00,000 in 10 years | Investment doubles over 10 years | 7.18% |
| Business revenue grows from ₹20 lakh to ₹50 lakh in 5 years | Revenue CAGR example | 20.11% |
| Value triples in 10 years | Long-term wealth multiple example | 11.61% |
What is a good CAGR?
There is no universal “perfect” CAGR. What counts as good depends on the asset class, risk profile, time period and benchmark being used. Still, a simple interpretation table helps users read the number in context.
| CAGR Range | General Interpretation | Why this helps |
|---|---|---|
| 0% to 5% | Low growth | Usually indicates slow annualised value growth |
| 5% to 10% | Moderate growth | Can still be meaningful over long periods because compounding accumulates gradually |
| 10% to 15% | Good growth | Often considered a strong annualised return range in many long-term contexts |
| 15% and above | High growth | Can look attractive but should be reviewed alongside volatility and sustainability |
* In simple terms, a good CAGR is one that compares favorably with available alternatives over the same time period and risk level.
* For example, a 12% CAGR over 10 years is generally much stronger than a 12% total return over 10 years because CAGR already reflects annualised compounding.
CAGR vs other return measures
A short comparison helps users understand when CAGR is the right return measure and when another method may be more useful.
| Measure | What it shows | Where it helps most |
|---|---|---|
| CAGR | Annualised compounded growth rate | Comparing two long-term outcomes using a common yearly basis |
| Total return | Overall percentage change from beginning to end | Understanding the full-period gain without converting it into a yearly rate |
| Absolute gain | Difference in money terms between ending value and starting value | Reading the raw increase or decrease in value |
| XIRR | Annualised return when there are multiple cash flows | SIP, staggered investments and irregular additions or withdrawals |
Common CAGR calculation mistakes
These are some of the most common mistakes people make while using CAGR. Avoiding them can make the final result easier to interpret and more useful for planning.
| Common mistake | What users often assume | Better way to think about it |
|---|---|---|
| Treating CAGR as actual yearly return | Users often assume each year grew at the exact same rate shown by CAGR. | CAGR is a smoothed annualised estimate, not a literal record of every year. |
| Ignoring cash flows | Some people use CAGR even when money was added or withdrawn multiple times. | If there are irregular cash flows, XIRR is often a better measure. |
| Looking only at CAGR | The CAGR number gets all the attention. | It is better to review absolute gain, total return and value multiple together. |
| Ignoring time period context | Some users compare two CAGRs without considering the holding period and volatility. | A more useful comparison includes time, risk and overall consistency. |
Where CAGR is used
CAGR is not limited to investment returns. It is also used across business growth analysis and portfolio comparison work where users want a single annual growth rate.
Investment analysis
- Stock returns evaluation
- Mutual fund performance comparison
- Portfolio growth tracking
- Long-term wealth review
For lump sum investing, CAGR often gives a cleaner annualised comparison than total return alone. It can be used alongside tools like the FD Calculator, Lumpsum Calculator, and Mutual Fund Returns Calculator to compare different return styles.
Business growth analysis
- Revenue CAGR
- Profit growth rate
- Customer growth metrics
- Market expansion review
Business owners and analysts also use CAGR to compare revenue growth across years. While this page focuses on annualized growth rate calculation, users comparing recurring investment flows may also find the XIRR Calculator and SWP Calculator useful for broader planning.
Frequently asked questions
What is CAGR in simple terms?
CAGR is the average annual growth rate of an investment over time, assuming the profits were reinvested each year.
Does this calculator show exact investment performance?
No. It provides an annualised estimate based on the values entered. Real-world performance may include volatility, timing differences and cash flows that CAGR alone does not show.
Can I use CAGR for mutual funds and stocks?
Yes. CAGR is commonly used for stocks, mutual funds, portfolios and other long-term growth comparisons where a beginning value and ending value are known.
Can I use CAGR for SIP investments?
Not ideally. SIPs involve multiple cash flows over time, so XIRR is usually more appropriate in those cases.
Can CAGR be negative?
Yes. If the ending value is lower than the beginning value, CAGR becomes negative and represents an annualised decline rather than growth.
How do you calculate CAGR manually?
To calculate CAGR manually, divide the ending value by the beginning value, raise the result to the power of 1 divided by the number of years, and then subtract 1. Convert the result into a percentage to get the annualized return.
Is CAGR better than total return?
CAGR is better for comparing returns across different time periods because it standardises growth into one annualised rate. Total return is still useful for understanding the full-period outcome.