Sharpe Ratio Calculator
tips_and_updates Tips
- • Sharpe > 1: good risk-adjusted return
- • Sharpe > 2: very good (sustained high Sharpe is rare)
- • Sharpe > 3: excellent (usually short-term anomaly)
- • Sharpe < 1: subpar risk-adjusted return
- • Negative Sharpe: investment underperformed risk-free rate
- • Use 10-year Treasury yield as risk-free rate (currently ~4%)
- • Compare Sharpe to peers/benchmark, not in isolation
- • Sharpe doesn't capture skewness — use Sortino for downside risk
How to Use This Calculator
Enter portfolio return
Annualized return %.
Enter risk-free rate
Use 10-year Treasury yield.
Enter standard deviation
Annualized volatility.
Review Sharpe + interpretation
Higher Sharpe = better risk-adjusted return.
The Formula
Sharpe ratio normalizes returns by risk taken. A 12% return with 5% volatility (Sharpe 1.6) is better than 15% with 20% volatility (Sharpe 0.55). It lets you compare investments with different risk profiles on equal footing. Higher Sharpe = more reward per unit of risk.
Sharpe Ratio = (Portfolio Return − Risk-Free Rate) / Standard Deviation
lightbulb Variables Explained
- Portfolio Return Annual return of the investment/portfolio
- Risk-Free Rate Return on risk-free asset (10-year Treasury yield)
- Excess Return Portfolio Return − Risk-Free Rate
- Standard Deviation Annualized volatility of the portfolio
tips_and_updates Pro Tips
Sharpe > 1: good risk-adjusted return
Sharpe > 2: very good (sustained high Sharpe is rare)
Sharpe > 3: excellent (usually short-term anomaly)
Sharpe < 1: subpar risk-adjusted return
Negative Sharpe: investment underperformed risk-free rate
Use 10-year Treasury yield as risk-free rate (currently ~4%)
Compare Sharpe to peers/benchmark, not in isolation
Sharpe doesn't capture skewness — use Sortino for downside risk
Frequently Asked Questions
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Data sourced from trusted institutions
All formulas verified against official standards.