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The return earned above a baseline, such as a Treasury bill yield, for each unit of volatility taken; higher means more return per unit of risk.

The Sharpe ratio asks how much extra return an investment delivered for the volatility it put you through. It takes the return above a baseline — usually the yield on short-term government securities, which carry very little credit risk — and divides it by the standard deviation of returns.

Why it matters

Return alone tells half the story. A fund that earned 13% with wild swings may have been a less efficient choice than one that earned 12% with far smaller swings. The Sharpe ratio puts both on one scale, which makes funds with similar objectives easier to compare.

How to read it

  • Higher is better, but only when comparing funds in the same category, over the same period, using the same baseline.
  • A negative Sharpe ratio means the fund returned less than the baseline over that period.
  • It uses total volatility, so it treats upside and downside swings alike.

Common misconceptions

  • “A good Sharpe ratio means low risk.” It means the fund was well compensated for the risk it took in the past. It can still be volatile.
  • “It works for every strategy.” It assumes returns are roughly symmetrical. Strategies with rare but large losses can look better on this measure than they really are.
  • “It predicts future efficiency.” Like every historical ratio, it describes one window of the past.

In India: Factsheets report Sharpe ratios for many equity and hybrid schemes. The baseline rate and the period used are usually stated in the footnotes — check them before comparing.

Formula

Sharpe ratio = (Portfolio return − Baseline return) ÷ Standard deviation of portfolio returns

Worked example

For illustration, assume Fund A returned 13% with a standard deviation of 18%, Fund B returned 12% with a standard deviation of 12%, and the baseline yield is 6%. Sharpe A = (13 − 6) ÷ 18 ≈ 0.39. Sharpe B = (12 − 6) ÷ 12 = 0.50. Fund B delivered more return per unit of volatility.

Figures are for illustration only — not a forecast or a recommendation.

  • Standard deviation

    A measure of how widely an investment’s returns have varied around their average; a higher figure means a bumpier ride.

  • Alpha

    The return a fund earned above or below what its benchmark or level of market risk would explain — a rough gauge of a manager’s value-add.

  • Beta

    How much a fund or stock has tended to move relative to its benchmark; a beta of 1.2 suggests swings about 20% larger in either direction.

  • Benchmark

    The index a fund’s performance is measured against, chosen to represent the market or segment the fund invests in.