Reward to Risk Calculation
The reward to risk calculation is the explicit mathematical assessment of the potential gain relative to the potential loss in an investment position, computed before capital is committed. It is one of the most fundamental disciplines in professional trading: ensuring that every position entered has a quantifiable, favorable imbalance between what can be gained and what can be lost, providing a systematic basis for capital allocation decisions.
How to Calculate Reward to Risk
The calculation is straightforward but requires two key inputs defined in advance: the stop-loss level (defining the maximum acceptable loss) and the profit target (defining the expected gain if the thesis is correct). Step 1: Entry price − stop-loss price = dollar risk per share. Step 2: Profit target price − entry price = dollar reward per share. Step 3: Reward ÷ risk = reward-to-risk ratio. A ratio of 3:1 means that for every dollar risked, three dollars of gain are expected if the trade works.
Setting Appropriate Stop-Loss Levels
The stop-loss should be set at a technically or fundamentally meaningful level — not at an arbitrary percentage, and not so tight that normal volatility will trigger it prematurely. Common approaches: placing the stop-loss just below a key support level, below the recent swing low, or at the point where the trade thesis is clearly invalidated. The stop-loss should be set based on what the market structure requires, with position size then calibrated so that the dollar loss at that stop represents an acceptable percentage of portfolio capital.
Position Sizing from the Reward/Risk Ratio
The reward/risk ratio and position sizing work together. If the maximum acceptable loss per trade is 1% of portfolio value and the stop-loss distance is $2 per share, the position size is (1% × portfolio) ÷ $2. This ensures that the maximum loss per trade is always consistent, regardless of how far or near the stop-loss is relative to the entry price. Combined with a favorable reward/risk ratio, this position sizing approach creates the asymmetric risk management framework that supports long-term trading profitability.

