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Plain-English definition

What is Sharpe ratio?

The Sharpe ratio measures excess return earned per unit of total volatility.

Reviewed by Kshitij Jain, Principal Officer · SEBI Investment Adviser INA000022172 · Updated 24 October 2026

How Sharpe ratio works

It subtracts a risk-free return from the investment return and divides the result by standard deviation. A higher historical value means the investment delivered more excess return for the variation experienced, but the number depends heavily on the period and data frequency.

The figure should always be read with its measurement period, product type and source. A precise-looking number can still answer the wrong question when two unlike products or time periods are compared.

An example

If a portfolio returned 11%, the risk-free rate was 7% and standard deviation was 8%, its simplified Sharpe ratio would be (11−7)÷8 = 0.5.

Why it matters for your family

Use it only between comparable investments over the same period. A ratio cannot tell whether the underlying risk fits a near-term family goal or whether future returns will resemble the past.

Connect the figure to a dated goal before acting. Money for an emergency or near-term payment has different constraints from retirement money, even when the product description quotes the same statistic.

Questions people ask

What does Sharpe ratio mean?
The Sharpe ratio measures excess return earned per unit of total volatility.
Why does Sharpe ratio matter for a family?
Use it only between comparable investments over the same period. A ratio cannot tell whether the underlying risk fits a near-term family goal or whether future returns will resemble the past.
Does a good Sharpe ratio figure guarantee a result?
No. It is a measurement of past or assumed conditions. Its meaning depends on the period, data and products being compared, and it cannot guarantee a future outcome.
Where can I verify information about Sharpe ratio?
Start with SEBI Investor, linked on this page, and the current official document for the product or tax year involved.

This page is general education, not personalised investment or tax advice. Rules can change; verify current official documents before acting. Investment in securities markets is subject to market risk.