Treynor Ratio What is it? How to calculate?

The first portfolio is an equity portfolio and the other is a fixed income portfolio. Conversely, a low Treynor Ratio suggests that the portfolio’s returns are not sufficient to compensate for the level of market risk it carries. The Treynor Ratio is a financial metric that assesses the returns of an investment portfolio relative to its market risk.

Tools for Calculation

The Treynor Ratio is a performance metric used to evaluate the risk-adjusted returns of an investment portfolio. While the Sharpe ratio measures all elements within the total portfolio risk (i.e. systematic and unsystematic), the Treynor ratio only captures the systematic component. However, for seasoned investors, it is important to understand the risk-adjusted returns as well to know if the kind of risk they are taking is converted into appropriate returns.

This allows for an apples-to-apples comparison of how well each portfolio performs relative to its exposure to market movements. When two portfolios have similar market sensitivity forex trend tools but varying returns, the Treynor ratio helps determine which one is delivering better risk-adjusted performance relative to the market. From the formula below, you can see that the ratio is concerned with both the return of the portfolio and its systematic risk. From a purely mathematical perspective, the formula represents the amount of excess return from the risk-free rate per unit of systematic risk.

How to Find Beta And Risk-Free Rate?

Further, though the Treynor ratio can be used to rank investment portfolios, it does not provide information on whether these investment portfolios are superior or better than the market portfolio. A high Treynor Ratio suggests that the portfolio is performing well, delivering strong returns relative to the risk taken, which is ideal for long-term investors. Using multiple metrics can provide a more nuanced view of an investment’s performance and risks, allowing you to make more balanced and informed decisions.

Treynor vs Sortino vs Jensen’s Alpha

Thus, both ratios work similarly in some ways while being different in others, making them suitable for different cases. Although the Treynor ratio is considered a better method to analyze and find out the better-performing investment in a group of investments, it does not work in several cases. The Treynor ratio does not consider any values or metrics calculated utilizing the management of portfolios or investments. Therefore, this makes the Treynor ratio just a ranking criterion with several drawbacks, making it useless in different scenarios. Now, let us consider the raw analysis of the performance of the investments. When we look at the return percentages, Investment C is supposed to perform best with a return of 22%, while Investment B must have been chosen to be the second-best.

In that case, you need to look closer at your investment choices. That means your portfolio gives you 0.75 units of return for every unit of market risk you take. You only use the Treynor Ratio when your portfolio is already diversified. It ignores risks that you can remove through diversification. That makes it great for judging how well your investments react to the market itself. It’s important to note that the Treynor ratio does not provide meaningful values for negative values of beta.

You should consider using the Treynor Ratio primarily when evaluating portfolios that are exposed to market fluctuations and where diversification has minimized unsystematic risk. A high Treynor Ratio indicates that a portfolio is providing a good return relative to its risk. In other words, for every unit of market risk taken, the portfolio is delivering a higher level of return.

What is the Treynor Ratio?

Basically, this ratio is an investment portfolio performance measure. However, unlike the Sharpe ratio, the Treynor ratio compares the excess returns to only systematic risk, rather than using the standard deviations of returns as a measure of risk. So, the Treynor ratio is a return-to-risk ratio that uses beta – a measure of systematic risk and calculates the extent to which a portfolio or stock correlates or moves along with the broad market. The Treynor ratio can offer valuable perspectives on risk-adjusted returns. This ratio focuses on systematic risk, making it useful for evaluating diversified portfolios that are primarily exposed to market volatility.

Strategic Portfolio Adjustments

When comparing similar investments, the higher Treynor ratio is better, all else equal, but there is no definition of how much better it is than the other investments. A main weakness of the Treynor ratio is its backward-looking nature. Investments are likely to perform and behave differently in the future than they did in the past. The accuracy of the Treynor ratio is highly dependent on the use of appropriate benchmarks to measure beta. It’s advisable to calculate the Treynor Ratio periodically, such as quarterly or annually, depending on how actively you manage your portfolio.

Instead, the beta should be measured against an index more representative of the large-cap universe, such as the Russell 1000 index. The premise behind this ratio is that investors must be compensated for the risk inherent to the portfolio, because diversification will not remove it. This refers to portfolio return in excess to risk-free rate. This is represented by the numerator of the equation which is the portfolio return minus by risk-free rate. Portfolio return is the portfolio actual return over the given period of time. While the risk-free rate is the rate of the return of a risk-free asset which is usually assumed to be the treasury bond of the same currency.

You use it wisely and use it in the right context. Want to get better at managing risk and return? You should start by applying what you just learned. Changes in the risk-free rate affect the outcome. A shift in interest rates can move your Treynor score even when your portfolio stays the same.

Are you trying to improve your portfolio’s performance? So, use Treynor as a part of a smarter strategy. He was one of the minds behind the Capital Asset Pricing Model (CAPM). He focused on measuring return in a way that accounts for risk linked to the whole market. There is no one-size-fits-all answer to what is a good Treynor Ratio, as it varies depending on the investor’s risk tolerance and the overall market conditions.

This ratio gives importance to how the portfolios behaved in the past. In reality, the investments or portfolios are ever-changing. We can’t analyze one with just past knowledge as the portfolios may behave differently in the future due to changes in market trends and other changes. As a financial analyst, it is important to not rely on a single ratio for your investment decisions.

By comparing the Treynor Ratio of different mutual funds, investors can better identify those that are managed more efficiently relative to their market risk exposure. The Treynor Ratio is a measure of a portfolio’s excess return per unit of systematic risk, or the market volatility of the portfolio. Stocks with a higher beta value have more chances to rise and fall more easily than other stocks in the stock market with a relatively lower beta value. So when considering the market, the average comparison of beta values cannot give a fair result.

This is exactly where the analysis of a good Treynor ratio and Sharpe ratio comes into the picture. This is not an offer to buy or sell any security or interest. All investing involves risk, including loss of principal. Working with an adviser may come with potential downsides, such as payment of fees (which will reduce returns). Past performance is not a guarantee of future results.

The Treynor ratio is thought of the best performance measure for a diversified portfolio and is used to analyze and manage the systematic risk. Further, this ratio is helpful vis-à-vis managing investment decisions to improve and optimize portfolio returns. The higher the Treynor Ratio is generally considered better. A higher ratio signifies that the investment or portfolio is generating more return per unit of systematic risk (as measured by beta). This suggests that the investment is providing a better risk-adjusted return.

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