TA School
Expectancy & Probability Engine

Risk-to-Reward & Win-Rate Calculator

Discover the exact break-even win rate required for your trade setup and calculate your mathematical edge over a 20-trade sample.

Setup Inputs

Detected Mode:Long Trade (Buy)
₹
₹
₹
₹1,000
₹
45%
10%30%50%70%90%
Mathematical OutputPositive Expectancy (+EV)
Risk-to-Reward Ratio
1 : 3.00
₹1000 risk to make ₹3000
Break-Even Win Rate
25.0%
Minimum accuracy needed
Your Win Rate: 45%Required Break-Even: 25.0%

✅ Your strategy has an edge of +20.0% above break-even.

Expected Profit Over 20 TradesBased on 45% win rate & ₹1000 risk
+₹16,000

The Myth of the 90% Win Rate

One of the biggest traps for beginner retail traders is obsessing over high win rates. In trading, win rate without risk-to-reward is completely meaningless. A trader with a 90% win rate who risks ₹10,000 to make ₹1,000 will be completely wiped out by two consecutive losing trades.

Risk-to-Reward RatioBreak-Even Win RateResult at 50% Win Rate (over 10 trades)
1 : 1.050.0%Breakeven (₹0 gain)
1 : 1.540.0%+2.5 R Profit
1 : 2.033.3%+5.0 R Profit
1 : 3.025.0%+10.0 R Profit

Frequently Asked Questions

How do you calculate Expected Value (EV) in trading?

Expected Value represents the average amount you win or lose per trade over thousands of occurrences. The formula is: EV = (Win Rate × Reward) - (Loss Rate × Risk). As long as your EV is positive, the law of large numbers guarantees profitability over time.

Can I be profitable with a 40% win rate?

Yes, absolutely! If your average winning trade is at least 1.5 to 2 times larger than your average losing trade (1:2 R:R), a 40% win rate will produce substantial, compounding profits while suffering only minimal drawdowns.