Compounding turns a modest per-period return into a large multiple, given enough periods. This shows the mechanics, with the caveat that no account produces the same return every month.
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Ending balance = start × (1 + rate)^periods. $1,000 growing 5% a month for 24 months becomes about $3,225. The account roughly triples, without a single month above 5%. That is the whole argument for compounding, and the reason it is so easy to sell people an unrealistic version of it.
Compounding means each period's return is calculated on the balance produced by the previous period, so gains earn gains. The formula is:
Final = Start × (1 + r)n
The exponent is what makes it non-obvious. Five percent a month is not 60% a year, it is about 80%. Over three years it is not 180%, it is roughly 480%. The gap between the intuitive linear answer and the real one grows with every period, and it is why people underestimate long horizons and overestimate short ones.
Every assumption the calculation makes is false for a real trading account, and it is worth being explicit about which:
Use this tool to build intuition about the shape of exponential growth, and to sanity-check claims. If someone advertises 20% a month, this calculator says $1,000 becomes $8.9 million in five years. Being able to produce that number quickly is the fastest way to recognise a claim that cannot be true.
Trading involves risk of loss. Past performance is not indicative of future results, and no return is guaranteed.
MarketPro ships position size, pip value, margin, profit, risk-to-reward and compounding calculators alongside the signal feed, so you can size a trade on the same screen you read it on. Download free. One vetted signal every day, no card needed.
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Not investment advice. Past performance is not indicative of future results.