What Is The Sharpe Ratio And How To Use It To Evaluate Strategies?
In many cases, a strategy that looks more profitable on the surface (has achieved a higher profit over the same time period) can actually turn out to be much worse in the longterm than a more conservative strategy.
For instance, the achieved profit of a given investment system over a certain time period doesn’t give any information about the risks that were involved to achieve that profit.
Hence, to find out more about the profitability of an investment in relation to its risks we need to use something to measure it. And that is where the Sharpe ratio comes in.
The Sharpe's ratio was constructed by Professor William Sharpe, who later won the 1990 Nobel Prize in Economics. It evaluates a riskadjusted profitability of a given trading or investment strategy by taking into account both the achieved profits and the incurred losses compared to a riskfree investment (such as fixed income).
The Sharpe ratio is one of the basic methods that investors use to also evaluate the risks as well as the returns of a given investment. With this calculated number, we get a riskadjusted percentage of return, which is much more insightful than just the “face value” return.
So, without any further ado, let’s take a look at how this is done with the Sharpe ratio. First, let’s begin with the formula for calculating the Sharpe ratio:
S(x) = (RxRf) / StdDev(x)
Where:
 x = the specific asset, or investment/trading strategy
 Rx = average rate of return (profit) of x over a given time period
 Rf = the rate of return of a riskfree asset (i.e. Government Bonds such as US Treasuries)
 StdDev (x) = standard deviation of Rx
 Return (Rx)
Profits can be measured on any time horizon, whether daily, weekly, monthly, or yearly. Rx simply represents the achieved profits of the investment over the examined period of time. So, x can be a specific asset (like the S&P 500), or in the case of Forex trading, a specific trading strategy you are considering to use.

The available riskfree rate of return (Rf)
It is used to see how a riskfree investment compares to the examined trading or investment strategy. To have a successful strategy, you want it to have a better riskadjusted return than the riskfree investment.

Standard deviation (StdDev(x))
It is the measurement of risk. The higher the standard deviation, the higher the risks are with that trading strategy. As per the formula above, a higher standard deviation will be reflected in a smaller Sharpe Ratio.
You can use the Sharpe Ratio to measure how your trading strategies are performing compared to other strategies and other investments. A Sharpe ratio of 1 or higher is usually considered good as it shows that your investments have performed better compared to a riskfree investment.
The higher the Sharpe ratio is, the better the investment/strategy is considered to be. Conversely, the lower the Sharpe Ratio is, the riskier the strategy is likely to be, and consequently probably also the less profitable over the longterm.
A Sharpe ratio below 0 is considered bad because it shows that the specific asset, investment, or trading strategy is performing worse than the riskfree investment. Hence, a Sharpe ratio below 0 means that you are better off investing your money in a riskfree investment such as bonds instead of the examined strategy.