Assumes a constant return compounded each period — real trading returns vary and drawdowns happen. A projection, not a promise.
The short answer
The formula behind compounding
Compounding is the effect of reinvesting profits so that each period’s return is earned on a growing base. The formula is Ending balance = Starting balance × (1 + gain%)^periods, where gain% is the return per period as a decimal (5% = 0.05) and periods is how many of those periods you stack. The exponent is what makes it powerful — and what makes it deceptive.
Contrast it with simple growth, where you’d earn the same fixed amount each period and just add them up. Compounding instead multiplies, so a $10,000 account gaining 5% earns $500 in month one — but month two earns 5% of $10,500, or $525, and so on. The gap between simple and compound widens with every period, which is the whole appeal.
Why the curve bends upward
Because each gain is calculated on the previous period’s ending balance, the growth feeds on itself — this is why a compounding curve bends upward over time rather than rising in a straight line. The longer the horizon and the higher the per-period return, the more dramatic the bend, which is why even modest-looking percentages produce eye-catching totals over many periods.
That mathematical truth is genuine. The catch is that it assumes you hit the same positive return every single period, with no losing periods at all. Reality looks nothing like that, which is exactly why these projections so often oversell what’s achievable — the next section is the part that keeps you honest.
Worked example: $10,000 at 5% per month
Start with $10,000, assume 5% per month, and run it for 12 months: 10,000 × 1.05^12 = 10,000 × 1.7959 ≈ $17,959. Note that *simple* growth (12 × 5% = 60%) would suggest only $16,000 — the extra ~$1,959 is the compounding effect, the gains-on-gains that the exponent captures.
Stretch the same 5%/month out to 24 months and you get 10,000 × 1.05^24 ≈ $32,251 — more than tripling, because the curve has had longer to bend. This is precisely where projections become seductive: the numbers look effortless on a spreadsheet. But sustaining 5% every month for two years with zero down months is something almost no trader does, which is the gap between the model and a real account.
Why constant returns are a fantasy
Real trading returns are lumpy, not smooth. You’ll have winning months, flat months, and losing months, and the calculator’s single fixed rate models none of that. Worse, drawdowns hurt compounding asymmetrically: a 20% loss requires a 25% gain just to get back to even (lose 20% of $100 → $80; you now need +25% to return to $100). String two bad months together and the compounding works *against* you, flattening the curve the projection promised would soar.
Variance also means the *order* of returns matters in practice even when the average doesn’t in pure math — a deep early drawdown can knock you below a prop-firm threshold or trigger forced de-risking, ending the run before the average can play out. Anyone showing you a smooth compounding curve as evidence of guaranteed riches is selling the math, not the reality. Forex and CFDs are high-risk leveraged products, the majority of retail accounts lose money, and CFDs are not available to US retail traders.
How to actually use this tool
Use the compounding calculator as a planning and goal-setting projection, not a forecast of profits. It’s genuinely useful for sanity-checking expectations: plug in a *realistic, conservative* return and a *realistic* number of periods and you’ll often find the believable outcome is far more modest than the hype — which is exactly the reality check most traders need. Running pessimistic scenarios (including drawdown periods) is more honest than running the dream.
If you want to attempt to compound a live account where it’s permitted, a regulated broker like Vantage offers the forex and CFD markets along with the position-sizing tools to control risk per trade — and disciplined position sizing is what gives a compounding plan any chance of surviving long enough to matter. Confirm regulation and eligibility for your jurisdiction first. This is educational, not financial advice, and the result here is a projection, not a promise.
