Guide
It is the single most important number in any projection, and the easiest one to get wrong in an expensive direction.
Change your starting balance by 10% and your projection moves by 10%. Change your assumed rate of return by two percentage points and your thirty-year projection can move by 70% or more. Everything else in a compounding calculation is rounding error by comparison.
Which makes it worth being careful, and slightly pessimistic, about the number you choose.
Trailing ten-year annualized total returns as of mid-2026, dividends reinvested:
| Fund | Asset class | 10-year return |
|---|---|---|
| QQQM / QQQ | Nasdaq-100 | ~22.1% |
| FTEC | US tech sector | ~21.9% |
| VUG | US large growth | ~17.9% |
| VOO | S&P 500 | ~15.5% |
| VTI | US total market | ~15.0% |
| SCHD | US dividend | ~13.0% |
| VXUS | International | ~9.4% |
| VNQ | US REITs | ~5.5% |
| BND | US bonds | ~1.6% |
Every U.S. equity number in that table is well above the long-run historical average. That is the point worth sitting with.
Measured over roughly a century, U.S. stocks have returned about 10% per year on average before inflation, or somewhere near 7% after it. That average contains the Great Depression, the 1970s, 2000 to 2002, and 2008 — long stretches where the average was nowhere in sight.
The past decade ran hot for identifiable reasons: an extended period of low interest rates, and enormous gains concentrated in a handful of very large technology companies. Neither is guaranteed to repeat.
Every figure on this page came from the calculator. Change the inputs to match your own situation and watch what moves.
Open the calculator$10,000 to start, $500 a month, 30 years:
| Assumed rate | Final balance | vs. 7% |
|---|---|---|
| 5% | $450,900 | −32% |
| 7% | $660,800 | — |
| 10% | $1,205,900 | +82% |
| 15% | $3,445,400 | +421% |
The 15% row is roughly what the last decade of the S&P 500 would suggest. If you plan around it and get 7% instead, you arrive at retirement with under a fifth of what you expected. That is not a rounding error, it is a different life.
If you want a real-terms answer, subtract two to three percentage points for inflation. A 7% nominal return with 2.5% inflation is about 4.5% in actual purchasing power.
Assume 5% and earn 9%: you retire with far more than you planned. A pleasant problem.
Assume 12% and earn 7%: you reach 65 with a fraction of what you needed, and no time left to fix it.
Those two errors are not symmetric, and the assumption you choose should reflect that.
A constant rate is a smooth line. Real returns are jagged, and the sequence matters. Two portfolios with identical average returns can end in very different places depending on whether the bad years came early or late — especially once you are withdrawing money.
This is why the calculator on this site shows a range around the expected path rather than a single line. The range is the honest part.
The mechanism, the formula, and why starting early beats starting bigger.
A 0.05% difference sounds trivial. Here is what it compounds into.