Tools  /  Compounding Calculator

Compounding Calculator

Realistic growth curves — with the costs and variance left in. Compounding is real. The screenshots on Instagram usually are not.

Your assumptions

Net edge per period, before costs
12 = monthly, 52 = weekly
Fees, spread, slippage — the quiet compounding killer
Σ
Compounding is real — variance drag is too.

This curve assumes every period returns exactly +1.80%. Real period returns vary, and volatility itself costs growth: the realized rate lags the average by roughly half the variance (σ²/2). Treat this as the ceiling, not the forecast.

COMPOUND GROWTH · 36 PERIODS2%/period · 0.2% costs
BalanceStarting capital
vs simple interest
+$2,527
Simple would end at $16,480
Net per period
+1.80%
2% return − 0.2% costs

The formula — and its honest asterisk

FV = P × (1 + r − c)ⁿ

The screenshots on Instagram use this formula with a fantasy r and no c. Costs compound against you every single period, and because real returns vary, the geometric growth you actually realize runs below the arithmetic average you plug in. Both corrections are quiet, relentless, and missing from every get-rich chart you've ever been shown.

Frequently asked questions

Why does my real growth lag this curve?

Variance drag. The formula compounds your average return, but real period returns vary around that average — and volatility itself costs growth (roughly σ²/2 per period). A +10%/−10% pair of months does not break even; it loses 1%.

How much do costs really matter?

They compound exactly like returns do, every period, forever. A 0.3% per-period cost against a 2% edge consumes 15% of the growth rate — drag the cost slider and watch the final balance move to see it.

What is a realistic per-period return?

Far lower than social media suggests. Durable strategies measure monthly edges in low single digits — the calculator warns above 5% per period because sustained numbers beyond that almost always mean an inputs problem, not a genius.