Sharpe Ratio Calculator

Calculate risk-adjusted returns to measure portfolio performance efficiency

Portfolio Analysis

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Enter portfolio data to calculate Sharpe Ratio and analyze risk-adjusted performance.

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How to Use the Sharpe Ratio Calculator

1

Enter Portfolio Information

Start by entering your portfolio's expected annual return as a percentage. This should be based on historical performance or projected returns.

2

Input Risk-Free Rate

Enter the current risk-free rate, typically the yield on 10-year government bonds. This represents the return you could earn with zero risk.

3

Add Portfolio Volatility

Enter your portfolio's standard deviation (volatility). This measures how much your returns vary from the average return.

4

Optional Market Benchmark

Optionally add market return and volatility data to compare your portfolio's risk-adjusted performance against a market benchmark.

5

Analyze Performance Results

Review the calculated Sharpe Ratio and performance rating. Higher ratios indicate better risk-adjusted performance.

Sharpe Ratio Analysis Tips

1

Sharpe Ratio above 2.0 is considered excellent, indicating very strong risk-adjusted returns

2

Ratios between 1.0-2.0 are good, showing decent compensation for risk taken

3

Ratios between 0.5-1.0 are acceptable but suggest room for improvement in risk management

4

Negative Sharpe Ratios indicate the portfolio underperformed the risk-free rate

5

Use at least 3 years of historical data for reliable Sharpe Ratio calculations

6

Compare Sharpe Ratios within similar asset classes or investment strategies for meaningful analysis

7

Consider the Sharpe Ratio alongside other metrics like Sortino ratio and maximum drawdown

8

Higher risk-free rates make it harder to achieve high Sharpe Ratios, so consider the interest rate environment

9

Sharpe Ratio assumes returns follow a normal distribution, which may not always be accurate

10

Use Sharpe Ratio for portfolio optimization - combine assets to maximize the overall ratio

Frequently Asked Questions