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Crypto position size calculator

Work out exactly how much to buy or sell so a single trade risks only a fixed percentage of your account. Enter your equity, risk per trade, entry and stop-loss.

Result
Amount at risk$100
Position size0.1000 units
Position value (notional)$3,000
Implied leverage0.30x

If implied leverage is above 1x, the position is larger than your equity and requires margin.

The formula

Risk amount = equity × risk %
Position size = risk amount ÷ |entry − stop|
Position value = position size × entry price

Worked example

With $10,000 equity, risking 1% ($100) per trade, an entry of $30,000 and a stop at $29,000: the per-unit risk is $1,000, so position size = 100 ÷ 1,000 = 0.1 units, a position worth $3,000. If price hits your stop, you lose exactly $100 — your predefined 1%.

Sizing to a fixed risk is the foundation of survival in trading. Pair it with a known reward-to-risk — every CryptoPatterns signal ships with a defined entry, stop and target. Learn the underlying ideas in the glossary.

FAQ

Questions

How do I calculate position size from risk?

First decide the cash you’re willing to risk: account equity × risk % per trade. Then divide that by the per-unit risk (the distance between your entry and stop): position size = risk amount ÷ |entry − stop|. Multiply by entry price to get the position’s notional value.

How much should I risk per trade?

A widely-used rule of thumb is 1–2% of account equity per trade, so a string of losses can’t materially damage the account. The right number depends on your strategy’s win rate and reward-to-risk — see expectancy in our glossary.

Does position size depend on my stop-loss?

Yes — directly. A tighter stop (smaller distance from entry) lets you take a larger position for the same dollar risk, while a wider stop requires a smaller position. That’s why setting the stop first, then sizing to it, is the disciplined order of operations.

See your real risk across every position

This tool covers one position. Risk X-Ray aggregates your whole book into true effective leverage and a liquidation-cascade map.

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