Calculate Compound Annual Growth Rate of your investments.
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Click "Calculate CAGR" to see your growth schedule |
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See how your CAGR compares to common benchmarks
CAGR = [(Ending value ÷ Beginning value)^(1 ÷ Years) − 1] × 100The calculator applies the relevant rate-of-change, discounting or return relationship to the entered values and time period. Cash-flow timing, compounding, fees, taxes and inflation must be entered or evaluated separately unless the tool provides a field for them.
The CAGR calculator determines the Compound Annual Growth rate for an investment. It represents the consistent percentage that an investment increased over a period of time-from its initial value to its final value. Rather than focusing on overall return, CAGR gives a smooth representation of investment growth.
Why do we care? This allows you to compare the relative performance of your investments, even if they took vastly different routes to arrive where they did. Used by investors, financial analysts, business owners, and Finance students alike, this can be used to compare performance on Stocks, Funds or even business revenues over time.
The usefulness of a CAGR calculator extends throughout the domain of both investment and business planning:
For example, if a trader is looking at a stock that increased from $5,000 to $9,000 in 4 years vs another that increased from $5,000 to $8,500 in 3 years, this investor can compare both by use of CAGR and observe which investment grew more year over year.
The amount of the initial investment dictates your starting point of growth, and altering the figure even a little bit will result in an easily observable difference in the result rate.
The final amount dictates the level of overall growth, and therefore has a direct affect on the compound rate required.
As well, the extra years mean the growth process is spread out over additional years which usually provides a lower annual growth rate than having the same total growth occur in less time.
CAGR measures end and start values so you may ignore volatility, gains or losses made in-between the time frame.
Although CAGR is calculated with an automatic yearly compounding, investment returns most likely will come with a quarterly or a monthly compounding that may make a marginal distinction from the real rate of return.
This is based on the fact that the CAGR calculation assumes that no additional cash is deposited or withdrawn during that period. Depositing money midway would skew the actual growth rate.
The standard practice for calculating the CAGR is on a nominal basis, which means the inflation rate isn't inherently factored in, leading to the real growth in purchasing power being exaggerated.
When adding two numbers and you're working with the bottom of the thousands (like your starting value), even if rounded to the nearest dollar will give you a hundred-th of the final percentage of growth that would occur.
CAGR. Compound Annual Growth Rate. – the smoothed annualized rate at which an investment was going to grow over the long term.
Average Annual Return The first and most rudimentary return calculation method just averages out year-on-year changes as a whole. As extreme year returns can really skew the overall picture so the CAGR figure provides more real sense as for as total return is concern since it also takes into account compounding.
The generally accepted answer is yes, however it is really CAGR against risk / volatility. The slightly worse CAGR with stable consistent growth can be better than CAGR that rockets in and out all the time.
It is not necessarily positive, no.CAGR can indeed be negative if an investment’s final value is smaller than its initial value, which shows average year-over-year loss in investment’s value over the observed term.
In the long run broadstock market indexes as a whole average approximately 7% to 10% compound annual growth rate, although individual stocks and individual shorter year periods can be far above or below this range.
No, average CAGR is computed using nominal values. How to measure the real growth excluding impact from inflation?? > > Then, you'll have to adjust base and endpoint value based on a rate of growth reflecting inflation before taking ratio of endpoint value / base value then.
Calculate the measure using the expected values, then change the time period, cost or ending value. A second scenario helps show whether the result is driven by performance, timing or the initial amount.
The CAGR formula looks more complex than it actually is. Here's the full equation:
CAGR = (Ending Value ÷ Beginning Value)^(1 ÷ Number of Years) − 1
Let's walk through a real example. Say you invested $5,000 and it grew to $9,000 over 4 years:
Essentially, the investment generated a compounding rate of return of approximately 15.8% per annum in these 7 years, irrespective of what the annual percentage returns actually were.
| Metric | What It Measures | Accounts for Compounding? |
|---|---|---|
| CAGR | Steady annual growth rate between two points | Yes |
| Average Annual Return | Simple average of yearly percentage changes | No |
| Total Return | Overall percentage gain or loss over the full period | No |
| XIRR | Annualized return accounting for irregular cash flows | Yes |
Compounded annual growth rate is considered better as opposed to the average annual return since it reflects the compounded actual growth unlike average annual return, where the earnings every year seem to take place in isolation.
Your use of CAGR will have its peak effectiveness when used to directly contrast two or more prospects:
CAGR not only helps with investment, but it is also widely used as a measure of how a business has performed over a long period of time. It is used by business to:
If the 5-year period shows revenue growth from $2 million to $5 million, for example, the company achieved approximately 20.1% CAGR, allowing investors and shareholders to clearly and equally evaluate the progress.