Investment Growth Calculator

What your starting amount plus monthly investing grows into — the final value, how much is your money vs compounding, a year-by-year table, and what it’s worth in today’s money.

Your plan

Model an index fund, retirement account, or any investment with regular contributions.

%/yr

Broad stock index funds have averaged roughly 7–10%/yr over long periods, before inflation. Not guaranteed.

%/yr

Projected value

You contribute
Growth earned
Growth as share of contributions

How it’s calculated

Each month the balance earns annual return ÷ 12, then your contribution is added. Repeated for every month:
FV = P(1+r)n + C × [(1+r)n − 1] ÷ r   where r = monthly rate, n = months
Real value = FV ÷ (1 + inflation)years

Year by year

YearContributedGrowthBalance

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The two engines: contributions and compounding

Every long-term investment plan runs on two engines. Early on, contributions do nearly all the work — in year one of the default example, your $500 a month dwarfs what an 8% return adds. But growth compounds on growth, and somewhere in the middle years the engines swap: the portfolio starts earning more per year than you put in. By year 20 of that default plan, roughly $214,000 of the $344,000 balance is growth — the market’s money, not yours. The year-by-year table makes the crossover visible, which is the single most motivating chart in personal finance.

What return should you assume?

Broad stock index funds have historically averaged around 7–10% a year over multi-decade periods before inflation — but as an average across booms and crashes, never a smooth ride and never a promise. Planning with 6–8% is a common conservative habit; bonds and savings accounts warrant far less. The inflation field matters just as much for long horizons: at 3% inflation, prices roughly double in 24 years, so the “real value” line converts your future balance into today’s purchasing power — usually a sobering but honest adjustment.

Assumptions worth knowing

The model compounds monthly at annual rate ÷ 12, adds contributions at month-end, and ignores taxes and fund fees — fine for tax-advantaged accounts and low-cost index funds, optimistic otherwise. It also assumes a constant return, whereas real markets deliver the average through violent detours. Use it to compare plans (start earlier vs contribute more vs earn more), not to predict a balance to the dollar. For a lump sum with no monthly additions, the compound interest calculator is the simpler tool; to see what an income-focused version of the same portfolio pays, try the dividend calculator.

Frequently asked questions

How is investment growth calculated?
Each month, the balance grows by the annual return divided by 12, then the monthly contribution is added. Repeated over the full period this equals FV = P(1+r)ⁿ + C[(1+r)ⁿ − 1]/r, with r the monthly rate and n the number of months.
What will $500 a month be worth in 20 years?
At an 8% annual return with a $10,000 start, about $344,000 — of which only $130,000 is money you contributed; the rest is compound growth. At 6% it’s roughly $263,000. Small rate differences compound into large gaps.
Is 8% a realistic annual return?
It’s in line with the long-run historical average of broad US stock index funds before inflation, but real results vary hugely by decade. Many planners model 6–7% to stay conservative, and lower still for bond-heavy portfolios.
Does starting earlier really matter more than contributing more?
Usually, yes — time is the exponent in the formula. Ten extra years of compounding routinely beats a meaningfully larger monthly contribution started later. Test it: halve the contribution and add ten years, and the final balance often comes out ahead.
Why show the value after inflation?
Because a balance decades away buys less than the same number today. Dividing by (1 + inflation)^years restates the result in today’s purchasing power — at 3% inflation, $344,000 in 20 years is worth about $190,000 in today’s terms.
Does this include taxes and fees?
No. In tax-advantaged retirement accounts with low-cost index funds the omission is small; in taxable accounts or high-fee funds, subtract your expected drag from the return you enter (a 1% annual fee turns 8% into 7%).
What if the market crashes along the way?
The calculator assumes the average return arrives smoothly, which never happens. Crashes early in an accumulation plan are survivable — even helpful, since contributions buy cheaper shares — while crashes near the end hurt most. The projection is a planning baseline, not a forecast.

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