What is a good Treynor ratio value?

A higher Treynor ratio indicates better risk-adjusted performance, as it means more return per unit of systematic risk. However, the ideal value depends on the risk-free rate and market conditions, so comparing ratios across similar investments provides the most meaningful insight.

How does the Treynor ratio differ from the Sharpe ratio?

The Treynor ratio uses beta (systematic risk) as its denominator, while the Sharpe ratio uses total standard deviation (total risk). This makes the Treynor ratio more appropriate for well-diversified portfolios where unsystematic risk has been eliminated.

Can the Treynor ratio be negative?

Yes, a negative Treynor ratio occurs when the portfolio return is below the risk-free rate, indicating the investment underperformed a risk-free asset given its level of systematic risk.

Is the Treynor ratio suitable for all types of investments?

The Treynor ratio works best for diversified portfolios or assets where beta can be meaningfully calculated. For individual stocks or concentrated positions, the beta measurement may be less reliable, and other metrics might provide more relevant risk assessment.

Investing & MarketsTool Review

Treynor Ratio Calculator

Provided byOmni Calculatoromnicalculator.com

Our Treynor ratio calculator helps you to analyze your portfolio's returns against systematic risk.

One of 2 options for Treynor Ratio Calculator

Use This Tool

General investment calculators portfolio performance systematic risk Treynor ratio beta-adjusted return

Screenshot of Treynor Ratio Calculator on Omni Calculator — omnicalculator.comOpen the live tool →

About this tool

What Treynor Ratio Calculator does

The Treynor Ratio Calculator helps users analyze a portfolio's investment performance by measuring returns per unit of systematic risk. It calculates the Treynor Ratio, a key metric that shows how much return an investment generates for each unit of systematic risk (beta) taken, using the formula: (Portfolio Return - Risk-Free Rate) / Portfolio Beta. The result provides a standardized measure of risk-adjusted efficiency, allowing users to compare different asset classes or portfolios on equal footing. The tool requires inputs for beginning and ending portfolio value, portfolio return, risk-free rate, and portfolio's beta to produce the final ratio.

Step by step

How to use the Omni Calculator Treynor Ratio Calculator

1
Enter the beginning portfolio value and ending portfolio value to calculate the portfolio return
2
Input the risk-free rate, typically the yield on government bonds
3
Provide the portfolio's beta value, which measures its sensitivity to market movements
4
View the calculated Treynor ratio result, which shows return per unit of systematic risk
5
Use the 'Share result' or 'Clear all' functions to manage your calculations

Is it right for you

Best for

Investment analysts, financial advisors, and quantitative researchers who need to compare the risk-adjusted performance of different portfolios or asset classes using systematic risk metrics.

Limitations

Relies on historical beta values which may not predict future performance
Uses systematic risk only, ignoring total portfolio volatility
Assumes a linear relationship between risk and return that may not hold in all market conditions

Questions

Treynor Ratio Calculator FAQ

What is a good Treynor ratio value?: A higher Treynor ratio indicates better risk-adjusted performance, as it means more return per unit of systematic risk. However, the ideal value depends on the risk-free rate and market conditions, so comparing ratios across similar investments provides the most meaningful insight.
How does the Treynor ratio differ from the Sharpe ratio?: The Treynor ratio uses beta (systematic risk) as its denominator, while the Sharpe ratio uses total standard deviation (total risk). This makes the Treynor ratio more appropriate for well-diversified portfolios where unsystematic risk has been eliminated.
Can the Treynor ratio be negative?: Yes, a negative Treynor ratio occurs when the portfolio return is below the risk-free rate, indicating the investment underperformed a risk-free asset given its level of systematic risk.
Is the Treynor ratio suitable for all types of investments?: The Treynor ratio works best for diversified portfolios or assets where beta can be meaningfully calculated. For individual stocks or concentrated positions, the beta measurement may be less reliable, and other metrics might provide more relevant risk assessment.

Other Options

More Treynor Ratio Calculator tools

Compare all →

01
Financial Toolset
financialtoolset.com
Calculate systematic risk-adjusted returns with CAPM expected return and Jensen's alpha cross-reference.

Keep Exploring

Similar tools

Based on shared tags

Sharpe Ratio Calculator2 options

Calculates the Sharpe ratio, a critical metric used by finance professionals to assess an investment's risk-adjusted return. This tool measures the excess return—or risk premium—generated per unit of total deviation in a risky asset. By comparing returns against associated risks, it provides a standardized way to understand how effectively an investment compensates for its volatility relative to a risk-free rate. Investors and financial analysts utilize this calculator to benchmark different portfolios or investments. It helps users determine if an investment's return justifies the level of risk taken, allowing for more informed capital allocation decisions. Anyone needing to compare multiple potential assets can use the generated ratio to identify which investment offers the best return relative to the amount of risk assumed.

2 options📊 Investing & Markets

Basis Point Calculator4 options

Calculates basis points (bps) by converting values from decimals, percentages, and permille formats directly on the page. This utility provides flexible input options to ensure accurate conversion regardless of how the original rate is presented. The resource not only performs the calculation but also educates users with detailed explanations regarding how basis points are utilized within various financial contexts, such as lending rates and fixed-income investments. Financial professionals, investors, and students dealing with interest rates or yield curves can utilize this calculator to standardize measurements quickly. Its comprehensive educational content helps users better understand the practical application of bps in rate analysis.

4 options💰 Personal Finance

Compound Interest Calculator7 options

Calculates future values based on regular investments and compound interest rates. This tool allows users to input various financial variables, including initial principal amounts, contribution frequencies, and differing annual interest rates. It accurately demonstrates how different compounding periods—such as annually, semi-annually, or monthly—impact the growth of money over time. By visualizing these complex interactions, the calculator helps illustrate the power of reinvesting earnings back into an investment to generate further returns. Individuals interested in long-term financial planning and retirement savings can use this resource. Students learning about personal finance also find it useful for understanding core investment concepts. Anyone needing to compare potential return rates or model various saving scenarios benefits from its clear, comparative outputs.

7 options📊 Investing & Markets

Mutual Fund Calculator3 options

Investors use a mutual fund calculator to project the future value of their holdings based on initial principal, recurring contributions, and expected annual returns. It simplifies complex financial projections by allowing users to visualize how capital grows over time within a specific investment structure. By adjusting growth rates and investment durations, individuals can better align their portfolio choices with long-term retirement or savings objectives. Beyond simple growth estimates, the calculator provides a detailed breakdown of how various charges and fees impact the final outcome. It accounts for expense ratios and sales loads to determine the actual internal rate of return. This transparency helps users identify the real cost of ownership and compare the performance potential of different funds before committing capital to a particular strategy.

3 options📊 Investing & Markets

Simple interest calculator4 options

Calculates simple interest using the standard I = P × r × t formula, allowing users to determine the total return or cost of capital over time. Users input the principal amount, annual rate, and time period, and the tool instantly computes both the accumulated interest earned and the final balance. Additionally, it provides a detailed monthly breakdown of the growth and offers a comparative view showing how simple versus compound interest rates affect overall investment returns. Investors, loan borrowers, or financial students use this calculator to model potential financial outcomes accurately. It helps individuals understand the basic mechanics of lending and saving by visualizing the difference between linear (simple) and exponential (compound) rate growth.

4 options📊 Investing & Markets

Effective interest rate calculator3 options

Converts nominal interest rates to their true effective annual rates across various compounding periods. This calculator allows users to compare how different compounding frequencies impact the actual return on an investment or loan. Users can input a stated interest rate and specify whether the compounding occurs daily, monthly, quarterly, or annually, instantly revealing the equivalent Annual Percentage Yield (APY). Individuals managing personal finances, financial students, and investors utilize this tool to accurately assess potential returns and borrowing costs. Understanding the difference between nominal and effective rates is crucial for making informed decisions about savings accounts, mortgages, or other debt instruments. By comparing these calculated rates side-by-side, users gain a clearer picture of the true cost or benefit associated with different financial products.

3 options💰 Personal Finance