Compound Interest Calculator

See how your investments grow over time with the power of compounding

Your investment plan
Free · No sign-up · Updates as you type

$

What you start with. Can be 0.

$

Added every month. Can be 0.

 %

Long-run return, e.g. 8 for 8%. The S&P 500 has averaged about 10%.

yrs

How long you stay invested, e.g. 20.

Future Value

$343,778

after 20 years

In plain terms: you start with $10,000 and add $500 a month for 20 years, putting in $130,000 of your own money. At 8% a year, compounded every month, that grows to $343,778, of which $213,778 is compound growth on top of what you put in. At 8%, your money doubles about every 9.0 years (the Rule of 72).

Total Contributions

$130,000

Total Interest Earned

$213,778

Effective Annual Rate

8.30%

Interest as % of Total

62.2%

Compare Different Return Rates

Add alternative annual return rates to see how even small differences in performance dramatically change your long-term wealth.

8% (your rate)
5%
10%

%

$0$113K$226K$340K$453K048121620$344K$233K$453K
8% (your rate)
5%
10%
Contributions
Return RateFinal ValueInterestDifference
10%$452,965$322,965+$109,187
8% (your rate)$343,778$213,778
5%$232,643$102,643-$111,135

Small differences compound into life-changing amounts. As you can see above, even a 1-2% difference in annual returns can mean tens or hundreds of thousands of dollars over a long investment horizon. The question is: how do you move your returns higher? Worthmap's AI-powered stock scanner, Graham Number analysis, and fundamental screening tools help you identify undervalued opportunities that the market is mispricing, giving you the research edge to make better investment decisions and potentially improve your long-term returns.

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Growth Breakdown
YearContributionsInterestTotal Value
1$16,000$1,055$17,055
2$22,000$2,695$24,695
3$28,000$4,970$32,970
4$34,000$7,932$41,932
5$40,000$11,637$51,637
···
16$106,000$123,419$229,419
17$112,000$142,685$254,685
18$118,000$164,049$282,049
19$124,000$187,684$311,684
20$130,000$213,778$343,778

Insight: Compound interest is the most powerful force in investing. The longer your time horizon, the more dramatic the compounding effect becomes. Notice how interest earned accelerates in later years - this is why starting early matters far more than the amount you invest.

Compound interest is the process of earning interest on both your original principal and previously accumulated interest. Unlike simple interest (which is calculated only on the initial amount), compound interest causes your wealth to grow exponentially over time. Albert Einstein reportedly called it the eighth wonder of the world.

FV = P(1 + r/n)^(nt) + PMT × [((1 + r/n)^(nt) - 1) / (r/n)]

FV = Future Value P = Initial Investment (Principal) PMT = Periodic Contribution r = Annual Interest Rate n = Compounding Frequency per Year t = Number of Years

Step 1: Enter your initial investment amount (the lump sum you are starting with). This can be zero if you are starting from scratch.

Step 2: Enter your monthly contribution — the amount you plan to add each month through dollar cost averaging or a systematic investment plan.

Step 3: Set your expected annual return rate. The historical S&P 500 average is approximately 10%, though many planners use 7-8% to account for inflation.

Step 4: Choose your investment period and compounding frequency. The projection and year-by-year breakdown update instantly as you type.


Learn More

What Is Compound Interest?

Compound interest is the mechanism by which your investment earnings generate their own earnings. When you invest $10,000 at 8% annual return, you earn $800 in the first year. In the second year, you earn 8% on $10,800 — that is $864. By year 20, your annual earnings alone exceed your original investment. This exponential growth is the foundation of long-term wealth building.

The key variables that determine compound growth are the principal amount, the rate of return, the compounding frequency, and most importantly — time. The longer your money compounds, the more dramatic the results. This is why an investment calculator for compound growth is one of the most important tools for anyone planning their financial future — whether you are saving for retirement, a major purchase, or working toward your financial independence number.

Dollar Cost Averaging and Compound Interest

Dollar cost averaging (DCA) — investing a fixed amount at regular intervals — is one of the most effective strategies for building wealth over time. This dollar cost averaging calculator shows how even modest monthly contributions can grow into substantial sums when combined with compound interest. A systematic investment plan of $500 per month at 8% annual return grows to roughly $475,000 in 25 years — even though you only contributed $150,000. Use this as a systematic investment plan calculator to model your own DCA strategy.

The advantage of dollar cost averaging is that it removes the need to time the market. By investing consistently, you buy more shares when prices are low and fewer when prices are high, naturally averaging your cost basis. Combined with compound interest, this disciplined approach has historically outperformed most active trading strategies over long time horizons.

Compound Interest for Retirement Planning

An investment calculator for retirement planning helps you answer the most important financial question: will I have enough? By projecting your current savings and contributions forward at a realistic rate of return, you can see whether you are on track to reach your financial independence number — and how adjusting your contributions or timeline changes the outcome. Think of this as your investment calculator for retirement: enter your target number, and work backwards to find the monthly contribution and return rate you need.

For those pursuing financial independence, this calculator is essential for Coast FIRE planning (where your investments grow to your target without further contributions) and Barista FIRE planning (where part-time income covers expenses while investments compound). The difference between retiring at 55 versus 65 often comes down to a few years of additional compounding.

Frequently Asked Questions About the Compound Interest Calculator

The appropriate rate depends on your asset allocation. The S&P 500 has historically returned approximately 10% annually before inflation (about 7% after inflation). A diversified portfolio of stocks and bonds typically returns 6-8%. For conservative estimates, use 6-7%. For optimistic projections, 9-10%. Always run multiple scenarios to understand the range of possible outcomes.

More frequent compounding means your interest starts earning interest sooner, which slightly increases your total return. For example, $10,000 at 8% for 20 years grows to $46,610 with annual compounding but $49,522 with daily compounding — a difference of about $2,912 (6.2% more). The effect is more pronounced at higher rates and longer time horizons.

The Rule of 72 is a quick mental math shortcut for estimating how long it takes to double your money. Divide 72 by your annual return rate to get the approximate doubling time. At 8%, your money doubles in about 9 years (72 ÷ 8 = 9). At 10%, it doubles in about 7.2 years. At 6%, about 12 years. This rule helps you quickly gauge the power of compounding at different rates.

Yes, especially for long-term planning. You can either use a "real" return rate (nominal rate minus inflation, typically 2-3%) or calculate in nominal terms and adjust the final number for inflation separately. For example, if you expect 8% nominal returns and 3% inflation, use 5% as your real return rate to see your future value in today's purchasing power.

Fat FIRE, Lean FIRE & Barista FIRE: Which FIRE Number Is Right for You?

FIRE — Financial Independence, Retire Early — comes in several flavours, each requiring a different target number. Fat FIRE targets a high spending lifestyle in retirement, typically requiring $2–5M or more. A fat FIRE calculator uses a low withdrawal rate (2–3%) applied to a large annual expense budget — for instance, spending $120,000 per year at a 3% withdrawal rate requires $4,000,000. This compound interest calculator models exactly that accumulation path: enter your target as the future value and work backwards to the required monthly contribution and timeline.

Lean FIRE targets a frugal lifestyle, typically $800K–$1.5M. A lean FIRE calculator applies the standard 4% rule to a very low annual expense figure — $30,000 per year requires just $750,000. The trade-off is a tighter spending margin and greater sensitivity to sequence-of-returns risk in the early retirement years. Barista FIRE sits between the two: you reach partial financial independence where investments cover most expenses, and part-time income (the "barista" job) covers the remainder. This approach allows an earlier retirement date at a lower investment target. Use the Barista FIRE calculator to find your exact semi-retirement number and see how many years away it is.

Coast FIRE is a milestone rather than a full retirement target: you have accumulated enough that, even without further contributions, your portfolio will compound to your full FIRE number by traditional retirement age. Use this investment calculator to find your Coast FIRE number: enter $0 as the monthly contribution, set the end date to your target retirement age, and adjust the starting balance until the final value reaches your FIRE target. That starting balance is your Coast FIRE number — the point at which you can "coast" and let compounding do the work.

Systematic Investment Plan Calculator, Lump Sum Returns & Monthly Contributions

A systematic investment plan (SIP) calculator — sometimes called a systematic investment planner — shows how regular contributions grow over time through compounding. Unlike a lump sum investment calculator, where you enter a single starting amount, the SIP approach models ongoing monthly or yearly contributions. Returns improve dramatically with regular additions because each new contribution begins compounding immediately, layer upon layer, creating an accelerating wealth curve that a one-time deposit cannot match. Use the dedicated SIP calculator if you only have monthly contributions and want a focused SIP projection with multi-currency support.

Monthly contributions are the most practical SIP scenario: if I invest $500 per month for 20 years at an 8% annual return, what will my portfolio be worth? The calculator above handles this directly — set the contribution frequency to monthly for an ongoing systematic investment plan projection, or switch to yearly to model annual bonus contributions, tax-year ISA allowances, or lump sum top-ups. Both the investment calculator monthly and investment calculator yearly inputs work the same way: each contribution is added at the end of the period and immediately begins compounding.

The lump sum investment calculator mode is most useful when you are deciding what to do with a windfall — an inheritance, a business sale, or a bonus. Here you compare the investment calculator return on a lump sum deployed immediately versus spreading that capital over time through dollar cost averaging. Research consistently shows that lump sum investing outperforms DCA in around two-thirds of historical periods, because more time in the market means more compounding. The one-third of periods where DCA wins tend to be those immediately preceding a significant market correction — making your personal risk tolerance and timeline the deciding factor.

Compound interest calculator — exponential investment growth over time showing the power of compounding returns

Track Your Real Investment Growth

Projections are the first step. With Worthmap, you can track your actual portfolio growth in real time across all currencies and asset types — and get AI-powered insights to optimize your investment strategy.

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Built & maintained by Worthmap · Last updated June 7, 2026
Educational use only. This tool provides estimates for informational purposes and does not constitute financial, investment, tax, or legal advice. Results are based on inputs you provide and mathematical models — they do not guarantee future performance. Always consult a qualified financial adviser before making investment decisions.