Question
-
A profitable ranging strategy?
5 Answers
<p>The key is adjusting stops and profit targets to fit the range of the time period. For instance, I trade a lot off the 1 hr charts and find that a 50 pip profit is a good place to exit 1/2 of my trade, and a 30 pip initial stoploss is usually sufficient (sometimes even less depending on the techs.) However the same issue on the 4 hr or 30 minute would require different profit targets and stops to be "efficient." I put that in quotes because no matter how "efficient" one tries to make their system (usually in back …</p>
11 Views
<p id="isPasted">By identifying the different type of ranging market, can make more informed trades when trading in a ranging market. For example, a perfect range may be worth trading as you can predict with some probability of how likely prices are to go up and down again within the range. Ranging with a pattern could also be worth trading if you trade in the direction of the potential emerging trend.</p><p>Ideally, you want to avoid choppy ranging markets without a pattern. Ranging markets can take place between trends, and so it is important to identify the overall trend.</p>
10 Views
<p id="isPasted">As with all types of trading, correct risk management is essential. The principle of range trading sees prices hit a zone of support and areas of resistance. Thus prices will not usually exactly respect these areas; trading ranges tend to attract plenty of traders, and thus volatility could increase. Prices can therefore oscillate around these points, and so prudent traders will look to use wider stops around these key points, and a concurrent decrease in position size to remain within the key 2% rule, in order to avoid ‘whipsaw’ movements that stop out traders from positions that might have ended …</p>
9 Views
<p>Trading a range can just utilise support and resistance levels, but it can also involve the use of indicators. Such technical indicators, such as the Relative Strength Index (RSI), stochastics or the Commodity Channel Index (CCI) can be utilised to confirm the overbought and oversold conditions that often accompany price movements at the top and bottom of a trading range.</p>
1 View
<p id="isPasted">Firstly, traders need to identify the range to be traded. Usually, a price must recover from a support area at least twice and also move back from a resistance zone at least twice. Otherwise, the price may simply be establishing a higher low and higher high in an uptrend or a lower high and lower low in a downtrend. <img data-fr-image-pasted="true" src="data:image/png;base64,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" style="width: 680px;" class="fr-fic fr-dib fr-draggable">The below shows a trading range – as can be seen the price is moving sideways over time between two clearly defined levels of support and resistance<img src="https://prod-forexqna.s3.amazonaws.com/uploads/froala_editor/images/1659630546825.png" style="width: 670px; height: 458.244px;" class="fr-fic fr-dii fr-draggable forexqa-img"></p><p>The straight lines represent the trading range and provide the trader with the support …</p>