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Sharpe Ratio Calculator

Evaluate risk-adjusted return by comparing excess strategy profits to volatility standard deviation.

Expected Value per Trade
+₹835.00
Expectancy (100 Trades)+₹83,500
Win Probability55.0%
Payoff Ratio (Win/Loss)2.08

How the Calculation Works

Step 1: Input Valuation

Read parameters and compute total exposure: multiply order quantity by contract unit multiplier.

Step 2: Payoff & Boundary Evaluation

Evaluate terminal return at the selected target price using strict financial mathematical boundary logic.

Step 3: Frictional & Premium Netting

Deduct upfront capital commitments, taxes, or net debits to produce final net profit or loss realization.

Calculation Formula

Sharpe Ratio = (Portfolio Return - Risk Free Rate) / Standard Deviation

Example Calculation

24% annual return, 7% risk-free rate, 12% volatility.

Outcome: Sharpe Ratio: 1.42

A ratio of 1.42 indicates strong excess return generated per unit of volatility.

Assumptions & Parameters

  • Return and risk-free rates must be annualized over identical time periods.

Frequently Asked Questions

What is the Sharpe ratio?

A metric that measures return generated in excess of the risk-free rate per unit of volatility.

What is a good Sharpe ratio?

Above 1.0 is considered good, above 1.5 is very good, and above 2.0 is considered world-class.

What is the risk-free rate in India?

Typically the yield on 91-day or 10-year Indian Government Treasury Bills (~6.5% to 7.0%).

What is a major limitation of the Sharpe ratio?

It treats upside volatility the same as downside volatility, penalizing strategies that experience sharp upward jumps.

How does Sortino ratio improve upon Sharpe?

Sortino only penalizes downside volatility, ignoring profitable upside swings.

Can a negative Sharpe ratio occur?

Yes, if strategy return is less than the risk-free rate.