Day Trading Profit Calculator

Risk/Reward Ratio Calculator

Enter an entry, a stop and a target to see the dollar risk, the dollar reward and the win rate the trade needs to break even after fees.

Reward for each dollar risked

3.00 : 1

Break-even win rate 25.0%

$0$1.0k$245$250$255$260$265StopTarget
Direction
Break-even win rate
25.0%
Loss at the stop
-$500.00
Profit at the target
+$1,500.00
Loss as a share of account
2.00%

How to calculate the risk/reward ratio

The ratio compares what you stand to make at your target with what you stand to lose at your stop. Commissions count against both sides, because a losing trade pays them too and a winner gives them back.

The figure to act on is the break-even win rate. A 3-to-1 setup needs winners only 25% of the time, while a 1-to-1 setup needs 50%. If your trade records show a win rate above that number on similar setups, the math is on your side.

Reward ÷ risk = (|target − entry| × shares − fees) ÷ (|entry − stop| × shares + fees). Break-even win rate = risk ÷ (risk + reward).

Worked example

You buy 100 shares at $250 with a stop at $245 and a target at $265. You risk $500 to make $1,500, which is 3 to 1, and you need to win 25% of the time to break even.

Add a $5 commission on each order. The loss becomes $510 and the profit becomes $1,490, so the break-even win rate rises to 25.5%. Costs matter far more on tight scalps than on this example.

What the result does not account for

  • How likely the target is. A distant target improves the ratio and lowers the chance of reaching it.
  • Slippage at the stop, which often makes the actual loss larger than planned.
  • Taxes and the interest or borrow fees on margin and short positions.

Frequently asked questions

How does the risk/reward ratio relate to win rate?

The higher the reward for each dollar risked, the lower the win rate you need. Before costs, 1 to 1 needs 50% winners, 2 to 1 needs 33.3% and 3 to 1 needs 25%, because the break-even win rate is 1 ÷ (1 + reward ÷ risk).

Should I always use the same risk/reward ratio?

It does not have to be constant, because the ratio only means something next to the win rate of that kind of setup. The expectancy calculator combines the two into one number.

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