Stock Market Simulator

Run a constant-return projection of a lump sum plus monthly contributions and see growth separate from deposits.

Quick answer: Project a brokerage balance at a constant assumed return: lump sum plus monthly contributions, with contributed dollars split from market growth.

How to use

  1. Enter your starting investment, or zero to begin from contributions alone.
  2. Add the monthly contribution you plan to keep up.
  3. Set an assumed annual return and the number of years to project.
  4. Compare final value against total contributed to see how much is growth.

About this tool

This simulator projects a brokerage or index fund balance under one constant annual return of your choosing. Enter a starting amount, a fixed monthly contribution, an assumed return, and a holding period; the engine compounds monthly and reports the final value, the dollars you actually deposited, and the growth those deposits generated. The math is deterministic, so the same inputs always produce the same answer, which makes it a planning tool rather than a prediction of any real market path. Real indexes move in lumpy sequences, with drawdowns and recoveries a smooth 7 percent line never shows. Broad-market long-run averages are often quoted near 10 percent nominal before fees; many planners model lower figures instead. Constant-return projections are illustrative, not forecasts; real returns vary, and past averages do not bind future results; not investment advice.Monthly contributions behave like dollar-cost averaging inside the model: a fixed sum buys in regardless of price, though a constant-return path cannot show the discount effect of buying through a dip. Fees matter quietly here too; model your expected return net of expense ratios, since growing at 6 percent instead of 7 percent for 25 years leaves a final balance roughly 21 percent smaller.

FAQ

Is this stock market simulator a prediction?
No. It applies one constant return every month, which real markets never do, so treat the output as a deterministic projection for comparing plans. The value is in seeing how contributions, time, and the assumed rate interact, not in forecasting next year's index level.
What annual return should I assume?
Broad-market long-run averages are often quoted near 10 percent nominal before inflation and fees, while inflation-adjusted planning figures tend to sit in the 5 to 7 percent range. No single number is right, and sequence matters as much as the average. Try several rates to see the spread of outcomes.
How much does a single 10,000 dollar investment grow at 7 percent?
Left alone for 20 years at a constant 7 percent, it compounds to about 38,697 dollars, since 1.07 raised to the 20th power is roughly 3.87. Add 250 dollars a month on top and the same horizon reaches about 170,600 dollars, of which 70,000 is contributed. The calculator reproduces both figures from the default inputs.
What is sequence risk, and does it show up here?
Sequence risk is the danger that poor returns arrive at the wrong time, especially early in withdrawals or late in accumulation. A constant-return path smooths that history away entirely, so this tool cannot display it. Stress-test separately with lower assumed returns for the final years.
Do drawdowns appear in the projection?
Never. A 7 percent constant path climbs without a single down month, while real indexes have fallen 30 percent or more and taken years to recover. The growth versus contributed split at least shows how much of the ending value depends on compounding rather than deposits.
How do fees change the result?
The cleanest approach is to subtract the expense ratio from the assumed return, so a fund charging 1 percent models at 6 percent if markets return 7. Over long horizons the gap compounds; the 25-year example loses roughly a fifth of the final balance to that single point of fees. Trading costs and taxes narrow results further.
Can I model stopping contributions after a few years?
Not in one run, but the trick is simple: project the contribution years, then feed the resulting final value back in as the starting investment with the monthly contribution set to zero. Two runs chained together cover the contribute-then-coast pattern. The compounding on the coast leg is often surprising.

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