Information Ratio Calculator

| Added in Business Finance

What is Information Ratio and Why Should You Care?

Imagine you're diving into the world of investments. You've got a solid portfolio, and you're constantly comparing it to a benchmark like the S&P 500. But how do you judge your performance? Enter the Information Ratio (IR). This metric helps you understand how well your portfolio is doing relative to a market benchmark, adjusted for the risk taken.

The IR not only reflects your portfolio's performance but also illuminates your risk-adjusted return, offering a clearer picture of your investment prowess.

How to Calculate Information Ratio

Here's the formula:

[\text{Information Ratio} = \frac{\text{Portfolio Return} - \text{Benchmark Return}}{\text{Tracking Error}}]

Where:

  • Portfolio Return is what your portfolio actually earns
  • Benchmark Return is the return of your chosen benchmark, like the S&P 500
  • Tracking Error measures the volatility of the difference between your portfolio return and the benchmark return

The IR divides the excess return by the tracking error. The result tells you if your portfolio manager truly has the Midas touch or is just taking on more risk.

Calculation Example

Suppose you have:

  • Portfolio Return: 12%
  • Benchmark Return: 8%
  • Tracking Error: 2%

[\text{IR} = \frac{12 - 8}{2} = \frac{4}{2} = 2.0]

Parameter Value
Portfolio Return 12%
Benchmark Return 8%
Tracking Error 2%
Information Ratio 2.0

A higher IR means better risk-adjusted performance. An IR of 2.0 indicates excellent performance relative to the benchmark when accounting for risk.

Interpreting the Information Ratio

  • IR > 0.5: Generally considered good
  • IR > 1.0: Very good performance
  • IR < 0: Portfolio underperformed the benchmark

Frequently Asked Questions

The information ratio measures how well a portfolio performs relative to a benchmark, adjusted for the risk taken (tracking error).

Information Ratio equals (Portfolio Return minus Benchmark Return) divided by Tracking Error.

The Sharpe ratio uses a risk-free rate as benchmark, while the information ratio uses a market index, focusing on excess returns.

Yes, a negative ratio signals the portfolio has underperformed its benchmark considering the tracking error.