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Sharpe Ratio
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Sharpe Ratio Calculator

Sharpe Ratio is a performance indicator that shows the investment portfolio's efficacy relative to its risk. It helps investors understand whether a higher portfolio's return is due to a higher risk or a result of a better investment decision.

How to Use this Calculator

To calculate Sharpe Ratio for your portfolio, enter your holdings below. Alternatively, you can choose one of the predefined lazy portfolios. You can also adjust portfolio rebalance settings and the risk-free rate — a theoretical return rate with zero risks, usually based on the yield on U.S. Treasury securities. After that, click Calculate and get your results.

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Sharpe Ratio Settings


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Sharpe Ratio Chart

There is not enough data available to calculate the Sharpe ratio for Portfolio. We calculate this metric based on the past 12 months of trading data. Please check back later for updated information.

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What the Sharpe Ratio Can Tell You

When comparing funds or portfolios, investors should consider both absolute returns and risks. While one portfolio or fund could have higher returns, it is only a good investment if those higher returns do not come with additional risk.

What is considered a good Sharpe Ratio largely depends on the investor's risk tolerance and investment objectives. Generally, any value greater than 1.0 is considered acceptable, while a ratio higher than 2.0 is considered very good, and a ratio of 3.0 or higher is considered excellent. However, it's important to note that a higher Sharpe Ratio may not always be better, as it could be a result of taking on excessive risk. Ultimately, investors should evaluate their portfolios based on their unique investment goals and risk tolerance, using the Sharpe Ratio as one of many tools for making informed investment decisions.

Sharpe Ratio Limitations

One of the main limitations of the Sharpe Ratio is its reliance on volatility as a measure of risk. It assumes that risk is synonymous with volatility, meaning that investments with high volatility are considered riskier than those with low volatility. However, this assumption may not always be accurate, as some investments with high volatility may not necessarily be riskier than those with low volatility.

It's worth noting that significant positive returns also count towards overall volatility and can consequently lower the Sharpe Ratio. It equally penalizes positive and negative deviations from the mean return. In other words, it doesn't distinguish between upside and downside volatility.

However, investors usually favor positive returns. Therefore, an investment with a high Sharpe Ratio but a low total return may not be as attractive to investors as an investment with a lower Sharpe Ratio but a higher total return. This is where other risk-adjusted performance indicators, such as the Sortino or Omega ratios, come in handy.


While the Sharpe Ratio is a helpful tool for evaluating your portfolio's risk-adjusted performance, there are other performance indicators you can use to make informed investment decisions. Here are a few alternatives:

Sortino Ratio: The Sortino Ratio is similar to the Sharpe Ratio but focuses on downside risk instead of overall volatility. It measures the excess return of an investment portfolio compared to the downward volatility, i.e., the volatility of portfolio returns that fall below a given level.

Treynor Ratio: The Treynor Ratio is another risk-adjusted performance indicator that evaluates an investment's returns relative to its systematic risk. It measures the excess return of an investment portfolio and divides it by its beta, which measures the portfolio's volatility relative to the whole market.

Omega Ratio: The Omega Ratio measures an investment portfolio's risk-adjusted performance. It is similar to other measures but takes into account the magnitude and frequency of negative returns, which can be more important to investors than overall volatility.

While these indicators provide valuable insights into an investment's risk-adjusted performance, using them with other tools and analysis is essential to make informed investment decisions.

Sharpe Ratio Formula

Sharpe Ratio Formula
Return of portfolio

Return of portfolio

Risk-free rate

Risk-free rate

Standard deviation of portfolio excess returns

Standard deviation of portfolio excess returns

ETFs with high Sharpe

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User portfolios with high Sharpe

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