General investing

Compound Growth Rate Calculator

Enter the starting value, ending value and number of years to find the compound rate of growth between them.

  • Free
  • No sign-up
  • Updated for 2026

Start, end & period

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yr

Enter starting value, ending value and years to see the compound growth rate.

Worked example

With these example inputs:

  • Starting value$10,000
  • Ending value$16,000
  • Number of years5 yr

Compound growth rate: 9.9%

  • Total growth60.0%
  • Starting value$10,000
  • Ending value$16,000

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What this compound growth calculator does

This calculator finds the compound growth rate between two values. You enter a starting value, an ending value, and the years. The tool then shows the yearly rate as a percent. It also shows the total growth. This is a quick investing tool. You can plug in other values. The result helps you compare growth fairly.

How it is calculated

The tool takes your two values. It divides the end by the start. Then it takes the root for your years. So it spreads the growth evenly per year. The result is the compound growth rate. The calculator does the math for you.

What the result tells you

The result shows the compound growth rate. Ten thousand growing to sixteen thousand over five years is about ten percent a year. A bigger end value lifts the rate. More years lower the yearly rate. So it shows the steady yearly pace. It is an easy number to read.

The starting value

The starting value is where you began. It is the base of the growth. Use the amount at the start of the span. So the rate is measured from there. A lower start shows a higher rate. So the base sets the pace. Enter your starting value.

The ending value

The ending value is where you ended. It is the worth at the close. Use the amount at the end of the span. So the tool can find the growth. A higher end value lifts the rate. So the end drives the result. Enter your ending value.

The number of years

The number of years is the length of the span. It spreads the growth across time. More years mean a lower yearly rate. So the same gain looks slower over time. A short span shows a faster rate. So always note the years. Enter the years between the values.

Total growth versus compound rate

The total growth is the full change from start to end. Here it is sixty percent over the whole span. The compound rate is the steady yearly pace. That comes out near ten percent a year. So a big total can be a modest yearly rate. The two answer different questions. Read both together for the full picture.

How to use it

Enter your starting value first. Add the ending value and the years. Read the compound growth rate as a percent. See the total growth too. Then test a few other numbers. Compare a few rates. Use it to compare growth fairly.

The limits of this calculator

Keep its limits in mind. It assumes smooth, steady growth. Real growth is bumpy year to year. It ignores deposits made along the way. It also ignores fees and tax. So treat it as a guide. So treat the number with care.

Common mistakes to avoid

A common mistake is confusing total with yearly growth. The total is much bigger than the rate. Another is ignoring the number of years. The same gain spread longer is slower. Some forget deposits made in between. Others mix up the start and end. A clear number keeps you from these slips.

A final tip

Use this to compare growth fairly. Remember it assumes smooth, steady growth. Note how many years the span covers. Compare rates over the same period. Watch for deposits that skew the result. Do not confuse total with yearly. A quick review keeps you on track.

Frequently asked questions

How is compound growth calculated?

Divide the ending value by the starting value, raise it to one over the years and subtract one. Growing 10,000 to 16,000 over five years is about 9.9% a year.

Where is compound growth used?

It applies to revenue, users, populations or any quantity that builds on itself. Expressing growth as a single yearly rate makes different periods directly comparable.