Secret of ATR indicator: To gauge volatility
So, now the important question arises, how to gauge volatility?
There is a well-known adage that in order to make money in the stock markets, there must be price movement. Fortunately, price movement is constant in the markets. However, the degree to which prices move varies. Sometimes, the tone of the market is relatively quiet while on the other side of the spectrum, there are times when prices move at an above-average rate of speed. This speed, at which price moves, helps us to determine the volatility of an asset or an underlying. In simple terms, volatility can be described as ‘the speed at which price movements occur’.
Volatility is a double-edged sword that traders can’t live without. Volatility works both ways: it’s not all about downside risk. Traders rely on volatility to generate swift profits; it’s an essential ingredient for any swing strategy built on market exposure.
So, now the important question arises, how to gauge volatility? There are a few indicators that help us to gauge the current volatility in the underlying and in this segment, we will discuss one of them.
The average true range, also known as ATR, is a volatility-based technical indicator introduced by J Welles Wilder in his 1974 book, titled, ‘New Concepts in Technical Trading System’. The indicator helps an active trader to gauge how much an asset moves on an average over a given period of time.
ATR: As an indicator to gauge volatility
ATR indicator does not give buy or sell signals. It is a tool that is used in conjunction with a strategy to help filter trades. It doesn’t necessarily predict anything but helps to determine the volatility of the stock. When the ATR is falling, it is an indication that the volatility of the security is descending; however, when ATR shoots up, it is an indication that volatility is surging.
In the below chart, we can clearly see that ATR is on the bottom panel while on the top, the price movement of the stock ‘Reliance Industries’ has been depicted. If you check when ATR was moving at a turtle’s pace, it clearly depicted that the stock was in a consolidation or trades in a range-bound manner; however, after February 2017, ATR started to expand, which indicates that the stock is likely to give trending momentum.
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The above article concentrated more on ATR functionality as a volatility indicator; however, there are many other ways to utilise this indicator such as stock selection for trading based on ATR and trailing stop-loss based on ATR.
If you like to read more on this and want us to explain the other aspects, comment to us about the same as these are quite useful feedback and motivate us to work hard! Thank you!