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Updated 2026-04-20 · Investing · Educational use only ·
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Position Sizing Calculator

Trade position sizing.

Calculate the optimal position size for a trade based on account size, risk-per-trade percentage, and your stop-loss distance.

What this tool does

Position size for a trade depends on account size, the percentage of capital you're willing to risk per trade, and the distance between your entry price and stop-loss level. This calculator takes those four inputs and returns the number of shares or contracts you could hold at that position size. The result shows how many units align your actual loss—if the trade hits your stop-loss—with your target risk percentage. Account size and risk percentage have the strongest influence on the outcome; wider stop-loss distances reduce position size proportionally. A typical use case is planning entry and exit points before opening a position. The calculator assumes your stop-loss executes at the specified price and doesn't account for slippage, trading costs, or margin requirements. The result is for educational illustration of position sizing mechanics.

Quick answer: with the default values, the result is 200 shares (Position Size). Adjust the values below for your own figures.


Enter Values

People also use

Formula Used
Account size
Risk per trade
Entry price
Stop loss

Disclaimer

Results are estimates for educational purposes only. They do not constitute financial advice. Consult a qualified professional before making financial decisions.

Position sizing calculator determines how many shares/contracts to trade based on account size, risk tolerance, and stop loss distance. The fundamental formula: position size = (account × risk %) / (entry - stop). Most professional traders risk 1-2% per trade. 100k account × 1% = 1,000 max risk per trade.

Example: 100k account, 1% risk per trade = 1,000 risk. Stock entry 50, stop 45 = 5 risk per share. Position size = 1,000 / 5 = 200 shares. Position value = 10,000 (10% of account). If stopped out: lose 1,000 (1% of account). If 2x reward target: gain 2,000 (2% of account, 2:1 reward/risk).

Position sizing math: at 1% risk per trade it takes roughly 100 consecutive losses to reach near-total drawdown, about 50 at 2% risk, and about 20 at 5% risk (a losing streak that grows far more likely as risk rises). Bigger position sizes amplify both gains and drawdowns, and a common convention is to keep risk at or below 2% per trade. Position size can be aligned with the strategy's win rate and reward/risk profile.

A worked example

With the defaults: account size of 100,000, risk per trade of 1%, entry price of 50, stop loss price of 45. The tool returns 200 shares. You can adjust any input and the result updates as you type — no submit button, no reload. That's the real power here: seeing how sensitive the output is to one or two assumptions.

What moves the number most

The result responds to Account Size, Risk Per Trade %, Entry Price, and Stop Loss Price. Not every input has equal weight. Adjusting one input at a time toward extreme values shows which ones move the result most.

The formula behind this

Position size = (account × risk %) / (entry price - stop loss). Everything the calculator does is shown in the formula box below, so you can check the math against your own spreadsheet if you want.

Using this well

What this doesn't capture

This is a simplified model that holds its assumptions constant. Real outcomes vary with market conditions, costs, taxes, and timing, so the figure is best read as one scenario rather than a forecast.

Example Scenario

£100,000 × 1% / (£50-£45) = 200 shares.

Inputs

Account Size:£100,000
Risk Per Trade %:1%
Entry Price:£50
Stop Loss Price:£45
Expected Result200 shares
Expected Result breakdown
Position Value$10,000.00
Risk Amount$1,000.00
Risk per Share$5.00
Position % of Account10.00%

This example uses typical values for illustration. Adjust the inputs above to match a specific situation and see how the result changes.

Sources & Methodology

Methodology

This calculator computes position size by dividing the amount of capital at risk by the price distance between entry and stop-loss levels. It first multiplies your account size by your chosen risk percentage to determine the absolute amount of capital you are willing to risk on the trade. It then calculates the difference between your entry price and stop-loss price, which represents the per-unit price movement at which the position would be closed. The position size is derived by dividing the total risk amount by this per-unit risk amount. The calculator assumes a linear relationship between account size, risk allocation, and position sizing. It does not model trading costs, slippage, tax implications, market liquidity constraints, or the probability of reaching the stop-loss level.

Frequently Asked Questions

What % risk per trade?
Commonly cited ranges: discretionary traders often use 0.5-1% per trade, systematic or algorithmic approaches 0.5-2%, and conservative sizing around 1%. Above roughly 3%, drawdown and risk-of-ruin rise sharply. On the math, 1% risk per trade means it takes on the order of 100 consecutive losses to reach near-total drawdown, versus about 20 at 5% — and a long losing streak becomes far more likely as the risk percentage rises.
Account size and position?
Position sizing math identical regardless of account size. 10k account, 1% risk = 100 risk. Stop 5% from entry = position value 2,000 (20% of account). 1M account, 1% risk = 10k risk. Same 5% stop = 200,000 position (20% of account). Same risk %, same drawdown %, just different absolute amounts.
Stop loss placement?
Common methods: (1) % below entry (5-10% standard). (2) ATR multiple (volatility-adjusted, 1-3x ATR). (3) Technical levels (below support, swing low, moving average). (4) Time-based (exit if no progress in N days). Stop method typically aligns with strategy. Tighter stops = larger positions but more frequent stop-outs. Wider stops = smaller positions but more breathing room.
Reward/risk ratio?
A 2:1 reward/risk ratio is a commonly cited benchmark, where 100 of risk corresponds to a 200+ reward target. Lower R:R requires a high win rate (60%+) to be profitable; higher R:R (3:1, 5:1) can be profitable with lower win rates (30-40%). Position sizing and realistic R:R targets both matter for portfolio survival.

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