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Position size and risk/reward calculator

Below the entry for a long trade, above it for a short one.

Brokerage, charges and expected slippage, in and out. Enter 0 to ignore costs.

Result

Direction
Long: stop below the entry
Amount you choose to risk (1% of capital)
₹5,000
Loss per share at the stop, with costs
₹12.50
Position size
400 shares
Position value
₹1,24,000 (24.8% of capital)
Loss if the stop is hit
−₹5,000
Gain if the target is hit, after costs
₹11,800
Reward-to-risk ratio
2.5 to 1
Share of trades that must hit the target to break even, after costs
29.8%
Risk per tradeSharesPosition valueLoss at the stop
0.5%200₹62,000−₹2,500
1.0%400₹1,24,000−₹5,000
2.0%800₹2,48,000−₹10,000
5.0%2,000₹6,20,000−₹25,000

The loss at the stop is a plan, not a guarantee. Prices can gap past a stop, so the real loss can be larger.

How it works

Position sizing starts from the loss you are willing to accept if an idea fails, and works backwards to the number of shares, as the risk/reward and position size lesson explains.

Position size and risk/reward

Amount at risk = capital × risk per trade

Loss per share at the stop = distance from entry to stop + round-trip costs per share

Position size = amount at risk ÷ loss per share, rounded down to whole shares

Reward-to-risk ratio = distance from entry to target ÷ distance from entry to stop

Win rate needed to break even = loss per share ÷ (loss per share + gain per share after costs)

A stop below the entry is treated as a long trade; a stop above it as a short trade. The stop distance decides the size: a wider stop means fewer shares, a tighter stop more, while the amount at risk stays the same.

Worked example

Worked example: A made-up trade plan

Capital ₹5,00,000, risk 1% per trade, entry ₹310, stop ₹298, target ₹340, and round-trip costs assumed at ₹0.50 a share.

Amount at risk: 1% × 5,00,000₹5,000
Loss per share at the stop: (310 − 298) + 0.50₹12.50
Position size: 5,000 ÷ 12.50400 shares
Position value: 400 × ₹310₹1,24,000, about 25% of capital
Gain at the target after costs: 400 × (30 − 0.50)₹11,800
Reward-to-risk ratio: 30 ÷ 122.5 to 1
Win rate needed to break even: 12.50 ÷ (12.50 + 29.50)about 29.8%

The plan risks 1% of capital if the stop works. It breaks even if just under three trades in ten reach the target first. Whether this plan reaches its target that often is a separate question that the ratio cannot answer.

Limitations

  • The stop is a plan, not a guarantee. Prices can gap past a stop, so the real loss can be larger than planned.
  • Costs are your estimate. Brokerage, charges, taxes and slippage vary; the result is only as good as the figure you enter.
  • A ratio says nothing about probability. A high reward-to-risk ratio with a small chance of reaching the target can still lose money on average, as the expectancy lesson shows.
  • Liquidity is not checked. A large position in a thinly traded share can be hard to exit at the stop.

This calculator illustrates risk arithmetic. It is not a suggestion to trade. SEBI's studies of past periods found that most individual intraday and derivatives traders lost money after costs, as the investing compared with trading lesson discusses.

Learn the idea behind it

Terms used here

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Results are illustrations of the arithmetic, based on the numbers you enter. They are not predictions or investment advice. Read the disclaimer.