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Evaluate Risk and Reward in a Trade

The risk-reward ratio compares what a trade can lose, measured to the stop loss, with what it can gain, measured to the target. A trade that risks 50 points to make 100 has a ratio of 1:2. The ratio decides, together with the win rate, whether a strategy makes money, and it is set before the trade by where you place the stop and the target. This guide explains how to calculate it, how it combines with win rate, how to apply it to options and how to use it in a rule-based strategy.

Trade
Risk-reward ratio and breakeven win rate
₹3,250Risk

50.00 a unit

Reward₹6,500100.00 a unit
Risk-reward1 : 2.002.00R if the target is hit
Breakeven win rate33.3%Win more often than this to come out ahead
Expectancy per trade by win rate, before costs
Win rateExpectancyIn R
30%−₹325−0.10R
40%+₹6500.20R
50%+₹1,6250.50R
60%+₹2,6000.80R

Costs and slippage lower the real ratio. Include them when you compare the plan with your results.

Set the target and stop once and let the rules hold them.See the strategy builder

The formula

Formula
Risk-reward ratio = (Entry price − Stop loss) : (Target − Entry price), for a long trade

For a short trade, reverse the subtractions. The ratio is usually written with the risk as 1, so a trade risking ₹30 to make ₹60 is 1:2, and a trade risking ₹30 to make ₹20 is 1:0.67.

Example
You buy Nifty futures at 25,000 with a stop at 24,920 and a target at 25,160. Risk is 80 points, reward is 160 points, so the ratio is 1:2. On one lot of 65, that is ₹5,200 at risk for a ₹10,400 gain, before charges.

Using the risk-reward calculator

Enter the entry price, stop loss and target, and the lot size or quantity. The calculator returns:

  • the ratio,
  • the rupee amount at risk and the rupee gain at the target,
  • the breakeven win rate: the share of trades that must win for the strategy to break even, and
  • the expectancy per trade for a win rate you enter.

The position size calculator then converts the rupee risk into a number of lots for your account.

The breakeven win rate

A ratio on its own says nothing about profit. A 1:3 trade that wins 20% of the time loses money; a 1:0.5 trade that wins 80% of the time makes money. The breakeven win rate links them:

Formula
Breakeven win rate = Risk ÷ (Risk + Reward)
Risk-rewardBreakeven win rateWin rate needed for a 10% edge
1:0.567%73%
1:150%55%
1:1.540%44%
1:233%37%
1:325%28%

The third column shows the win rate at which the strategy earns, on average, 10% of the amount risked per trade, which is a reasonable minimum before costs. A 1:2 strategy needs to win only about 37% of its trades to earn that; a 1:1 strategy needs 55%.

Expectancy: the number that matters

Expectancy combines the ratio and the win rate into the average result per trade.

Formula
Expectancy = Win rate × Reward − (1 − Win rate) × Risk

With a 1:2 ratio, ₹5,200 at risk and a 45% win rate: 0.45 × 10,400 − 0.55 × 5,200 = ₹4,680 − ₹2,860 = ₹1,820 per trade, before charges. Our guide to backtest performance metrics covers expectancy alongside the other numbers in a report.

The planned ratio and the real one

The ratio you plan is rarely the ratio you get:

  • Slippage on the stop widens the real risk. A stop at 24,920 that fills at 24,905 turns an 80-point risk into 95.
  • Early exits cut the reward. A trader who takes profit at 25,100 instead of 25,160 has turned a 1:2 trade into 1:1.25.
  • Costs reduce both sides. On a Nifty futures round trip, STT, exchange charges and brokerage come to roughly ₹900 per lot, about 14 points.

Backtests show the realised ratio: the average winning trade divided by the average losing trade. Compare it with the planned ratio. A strategy designed at 1:2 that realises 1:1.3 is losing most of its edge to exits and slippage.

Risk-reward in options

Options complicate the ratio because the risk and reward are not fixed by price levels alone.

  • Bought options. The maximum risk is the premium, but most traders stop out earlier, at 30% to 50% of the premium. The reward depends on the move and on time: a move that comes late earns less. Set the stop and target in premium terms and convert them to a ratio.
  • Sold options and credit spreads. These usually have a poor ratio by design: a short straddle might collect ₹30,000 and risk ₹60,000 to a stop, a ratio of 1:0.5, and rely on a high win rate. The breakeven table shows why: at 1:0.5 the strategy needs to win two trades in three.
  • Defined-risk structures. A bull call spread has a fixed maximum loss and gain, so the ratio is known at entry. In our model example the spread risks ₹8,474 to make ₹11,026, a ratio of 1:1.3, with a breakeven win rate of 43%.

For option sellers, the question is whether the win rate the strategy actually achieves exceeds the breakeven rate its ratio demands, after the occasional large loss. SEBI's September 2024 study found that 93% of individual F&O traders lost money; strategies with high win rates and poor ratios account for many of them.

Setting the ratio in a strategy

The ratio comes from where the stop and target sit, and both should come from the market, not from a number you like:

  1. Place the stop where the trade idea is wrong: below the support level, beyond the opening range, or at 2 ATR from the entry. See the trailing stop loss guide for stops that follow the price.
  2. Place the target where the move is likely to pause: the next resistance level, a measured move, or a multiple of ATR.
  3. Compute the ratio. If it is below your minimum, usually 1:1.5 for directional trades, skip the trade rather than widening the target.
  4. Size by the stop with the position size calculator, so that each trade risks the same share of capital.

In QuantPower's strategy builder, the stop and target are set as points, percentage or ATR multiples, and the backtesting engine reports the realised average win and loss, so the planned and realised ratios can be compared before the strategy trades live.

Common mistakes

  • Moving the target closer. The planned ratio is only real if the target is honoured.
  • Moving the stop further. A wider stop after entry changes the ratio and the size at risk.
  • Demanding 1:3 on every trade. High ratios need targets the market rarely reaches, and a low win rate that is hard to follow. A consistent 1:1.5 at 50% beats an occasional 1:3 at 20%.
  • Ignoring the win rate. The ratio alone proves nothing.
  • Forgetting costs and slippage. On short-term trades they can be a quarter of the planned risk.

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Frequently asked questions

What is a good risk-reward ratio?

For directional trades, at least 1:1.5, with a win rate above 45% in testing. Option-selling strategies run at lower ratios with higher win rates. The combination matters, not the ratio alone.

How do I calculate the risk-reward ratio?

Divide the distance from entry to stop by the distance from entry to target. A trade risking 80 points for a 160-point target is 1:2.

What win rate do I need for a 1:2 risk-reward ratio?

About 33% to break even, and around 37% to earn a modest edge before costs.

Does the risk-reward ratio work for options?

Yes, in premium terms, with the stop and target set as premium levels. Sold options usually have ratios below 1:1 and rely on win rate; defined-risk spreads have known ratios at entry.

Is a 1:1 risk-reward ratio profitable?

Only with a win rate above 50% after costs, which in practice means 55% or more. Many mean-reversion strategies work this way.

Sources

  • SEBI, Analysis of profit and loss of individual traders dealing in equity F&O, Sep 2024
  • Finance Act 2026, STT rates from 1 April 2026
The figures on this page are illustrative. Trading involves substantial risk; this page is for education and is not investment advice.