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Compound Growth Calculator
Enter your starting amount, annual rate, compounding frequency, and years to instantly see your future value, total interest earned, and year-by-year growth — free compound interest and investment growth calculator.

Enter Your Details

Quick Examples
The amount you invest or save today
Please enter a starting amount
Yearly growth rate (e.g. 7 for 7%)
Please enter an annual rate
Please enter a time period
Shows real (inflation-adjusted) value
Estimated capital gains or income tax

Your Growth Breakdown

Fill in your details on the left and click Calculate Growth to see how your money grows over time.

Future Value
$0.00
after 10 years
Growth Breakdown
Starting Principal
Total Contributions
Interest Earned
Effective Annual Rate
Doubling Time (Rule 72)
Total Growth %
Growth Over Time
Formula Used: A = P × (1 + r/n)n×t
Where P = principal, r = annual rate, n = compounding periods/year, t = years.
Quick Settings
Starting Amount $10,000
Annual Rate 8%
Time Period 10 yrs
Compounding Frequency
Time Unit
Monthly Contribution $0

Inflation Rate 0%
Tax on Gains 0%
Decimal Places

Year-by-Year Bars
Show Charts
Doubling Time

Growth Over Time

Principal vs Interest

How Compound Growth Works

With compound growth, your returns also earn returns. Every time interest is added, the new total becomes your base for the next period. This is called "interest on interest" and it is the reason money can grow so fast over long periods.

For example, if you invest $5,000 at 8% per year, by year 10 you have about $10,795 — more than double — without adding a single extra dollar.

  • Start early — every extra year at the start makes a big difference
  • Reinvest returns — let your gains stay in the account
  • Higher frequency — monthly compounding beats annual compounding
  • Stay consistent — regular contributions speed up growth significantly

Quick Reference: Rule of 72

Divide 72 by the annual rate to estimate how many years your money takes to double.

Annual Rate Years to Double ×5 in Years
3%24 years54 years
5%14.4 years33 years
7%10.3 years24 years
8%9 years21 years
10%7.2 years17 years
12%6 years14 years
15%4.8 years11 years

CAGR vs Simple Growth

CAGR (Compound Annual Growth Rate) is the steady yearly rate that takes you from a starting value to an ending value over a number of years. It smooths out ups and downs. Investors use it to compare different assets or time periods.

Formula: CAGR = (End ÷ Start)1/Years − 1

Simple growth just adds the same fixed dollar amount each year. Compound growth adds a percentage, so the dollar amount grows every year. A $10,000 investment growing at 8% simple earns $800 every year. At 8% compound, it earns $800 in year 1, $864 in year 2, $933 in year 3, and so on.

Compounding Frequency Matters

The more often interest is compounded, the higher your final balance — but the difference is smaller than many people expect. The biggest gains come from rate and time, not frequency.

Frequency $10k @ 10% / 10 yrs Difference
Annual$25,937Baseline
Quarterly$26,851+$914
Monthly$27,070+$1,133
Daily$27,179+$1,242
Continuous$27,183+$1,246

Future Value of $10,000 at Different Rates & Time Periods

Monthly compounding assumed. Shows how a single lump-sum investment grows over time.

Annual Rate 5 Years 10 Years 15 Years 20 Years 25 Years 30 Years

Based on $10,000 principal. Monthly compounding. Formula: A = P(1+r/12)12t.

Impact of Compounding Frequency on $10,000 at 8% — 20 Years

How often interest is applied affects your final balance. Compare frequencies side by side.

Compounding Periods/Year Final Balance Interest Earned Effective Annual Rate Extra vs Annual

Principal: $10,000. Rate: 8%. Period: 20 years. Annual compounding used as baseline.

Doubling Time & Rule of 72 Accuracy Check

Compare the Rule of 72 estimate with the exact doubling time at annual compounding.

Annual Rate Rule of 72 Estimate Exact Years Error ×3 in Years ×5 in Years ×10 in Years

Exact doubling = ln(2)/ln(1+r). Annual compounding. Rule of 72 is most accurate between 5–15%.

How Monthly Contributions Boost Final Value

Starting with $10,000, adding regular monthly contributions at 8% per year (monthly compounding) over 20 years.

Monthly Add Total Contributed Interest Earned Final Balance Multiplier

Principal: $10,000. Rate: 8%. Time: 20 years. Monthly compounding. Contributions made at start of each month.

Global Benchmark Interest & Investment Return Rates

Reference rates for savings, bonds, and stock markets around the world. For context only — actual rates vary and change over time.

Country / Market Central Bank Rate Savings Rate (Approx.) 10-yr Bond Yield Stock Market (Hist. Avg.) Inflation (Recent)
🇺🇸 USA4.25–4.50%4–5%~4.3%~10% (S&P 500)~3–4%
🇬🇧 UK5.25%4–5%~4.1%~7% (FTSE 100)~4–5%
🇪🇺 Eurozone4.00%3–4%~2.5%~8% (STOXX 600)~3–4%
🇯🇵 Japan0.10%0.1–0.3%~0.9%~7% (Nikkei)~2–3%
🇨🇳 China3.45%1.5–2%~2.3%~5–6%~0–1%
🇮🇳 India6.50%6–7%~7.1%~12% (SENSEX)~5%
🇦🇺 Australia4.35%4–5%~4.3%~8–9% (ASX)~3–4%
🇨🇦 Canada5.00%4–5%~3.7%~7–8% (TSX)~3%
🇧🇷 Brazil10.50%9–11%~11%~10–12%~5%
🇿🇦 South Africa8.25%7–8%~10%~9%~5–6%

Rates shown are approximate and for reference only. Central bank rates and market returns change frequently. Always verify with current sources before making financial decisions.

After-Tax Future Value of $10,000 at 8% — Various Tax Rates & Time Periods

How capital gains taxes reduce your final take-home value. Tax applied to gains only at end of period (deferred).

Time Period Gross Value After 10% Tax After 15% Tax After 20% Tax After 25% Tax After 30% Tax

Principal: $10,000. Rate: 8%. Monthly compounding. Tax applied once to total gains at end (lump-sum deferred tax model). Actual tax rules vary by country, account type, and holding period.