Investment Return Calculator

Compound growth on a lump sum plus regular contributions, year by year.

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The ledger
Future value$0
Total contributed$0
Growth from returns$0
Start compounding

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How the investment return calculator works

This is the same compound growth math behind most retirement and brokerage projections: your initial investment grows on its own, and each monthly contribution starts compounding from the moment it's added. The chart shows the total value line against a dashed line of contributions alone, so you can see how much of the final number is growth versus money you put in.

Future value = initial × (1 + r)ⁿ + monthly × (((1 + r)ⁿ − 1) ÷ r)
r = monthly return, n = number of months

Why time matters more than the amount, eventually

Because growth compounds on itself, the gap between the total-value line and the contributions-only line widens faster in later years than earlier ones. This is why starting earlier — even with smaller amounts — often outperforms starting later with larger contributions, given the same return rate.

What this estimate doesn't include

Investment fees, taxes on gains, and market volatility aren't modeled — this shows a smooth average return, while real markets move up and down year to year.

What's a realistic annual return to assume?

Broad stock market index funds have historically averaged around 8-10% annually before inflation over long periods, though any given year can vary widely, including negative years. Bond-heavy or more conservative portfolios typically assume lower numbers.

Does it matter when I make my monthly contribution?

Slightly — contributing earlier in the month gives that money a few extra days to compound versus contributing at month's end, but the difference is small compared to the impact of contributing consistently at all.

Why does the growth line curve upward instead of being straight?

That curve is compounding in action — each year's growth is calculated on a larger balance than the year before, since prior growth stays invested and earns its own returns.

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