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	<title>Joe Blair Sound and Vision &#187; Forex ENG</title>
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		<title>How to Use a Trailing Stop in Forex Trading</title>
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		<comments>http://www.joeblair.com.au/how-to-use-a-trailing-stop-in-forex-trading/#comments</comments>
		<pubDate>Thu, 05 May 2022 08:27:49 +0000</pubDate>
		<dc:creator><![CDATA[Joe Blair]]></dc:creator>
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" width="607px" alt="what is trailing stop in forex"/></p>
</p>
<p>If the pair has low volatility, <a href="https://www.topforexnews.org/software-development/transitioning-from-java-to-javascript/">transitioning from java to javascript</a> then you can use a tighter trailing stop. If the pair moves dramatically on a regular basis, then you will want to use a more distant trailing stop. Basically, &#8230;</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/how-to-use-a-trailing-stop-in-forex-trading/">How to Use a Trailing Stop in Forex Trading</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
]]></description>
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" width="607px" alt="what is trailing stop in forex"/></p>
<p>
<p>If the pair has low volatility, <a href="https://www.topforexnews.org/software-development/transitioning-from-java-to-javascript/">transitioning from java to javascript</a> then you can use a tighter trailing stop. If the pair moves dramatically on a regular basis, then you will want to use a more distant trailing stop. Basically, you want to avoid setting a trailing stop too close to the current market exchange rate since it would be subject to an early execution based on background market volatility. Depending on the number of pips or the percentage you specify in your trailing stop order, the trailing stop level on your long position will increase as the market rises. Protecting profits and limiting losses are everyday concerns for investors.</p>
</p>
<p>
<h2>Drawbacks of Trailing Stops</h2>
</p>
<p>
<ol>
<li>69% of retail investor accounts lose money when spread betting and/or trading CFDs with this provider.</li>
<li>In this case, if the price falls to £9, the stock is automatically sold as the price has dropped 10%.</li>
<li>TradingPedia.com will not be held liable for the loss of money or any damage caused from relying on the information on this site.</li>
<li>You should consider whether you understand how CFDs work and whether you can afford to take the high risk of losing your money.</li>
</ol>
<p>
<p>For example, you could set a&nbsp;stop-loss at 2% below the present stock price and a trailing stop at 2.5% below the current stock price. As the share price increases, the trailing stop will overtake the fixed stop-loss, rendering it moot (except—and this crucial—should the stock price start falling again). Forex trading can be a highly lucrative endeavor, but it also carries a significant amount of risk. One of the challenges faced by beginner traders is managing their trades effectively to maximize profits and minimize losses.</p>
</p>
<p>
<div style='text-align:center'><iframe width='565' height='317' src='https://www.youtube.com/embed/cYUy4myAsjA' frameborder='0' alt='what is trailing stop in forex' allowfullscreen></iframe></div>
</p>
<p>
<p>Position trading is a type of trading where you average your trade price. <a href="https://www.forex-world.net/cryptocurrency-pairs/trx-usd/">tron price today, trx live marketcap, chart, and info</a> That is, you make a buy, the price drops and you buy more, your average price falls somewhere in the middle. Trailing stops can be used with stocks, options, and futures in most markets and for most brokerage accounts. Based on the recent trends, the average pullback is about 6%, with bigger ones near 8%.</p>
</p>
<p><img 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" width="600px" alt="what is trailing stop in forex"/></p>
<p>
<h2>a) Open the trade: Enter a trade in the desired forex pair, either by buying or selling.</h2>
</p>
<p>
<p>Before setting up a trailing stop, it is essential to have a clear understanding of how it works. A trailing stop is a type of stop-loss order that follows the market price as it moves in the trader’s favor. For example, if a trader sets a trailing stop at 50 pips, and the market moves in their favor by 50 pips, the stop-loss level will automatically adjust 50 pips below the current market price. This allows traders to protect their profits and limit potential losses if the market reverses.</p>
</p>
<p>
<p>Ideally, you should be familiar with the market so your trailing stops don’t get filled prematurely. Also, keep in mind that a trailing stop order is an order to buy or sell a currency pair at an exchange rate that is worse than the prevailing market rate by a certain percentage or number of pips. Here is an example, let&#8217;s say that you want to go long on EUR/USD, and you set an emergency stop that will be triggered if the market ultimately moves against you. After a day or so, the trade is completely in your favor, so you want to lock in some profit and see what happens. You could set a stop in positive profit territory, and make it a trailing stop.</p>
</p>
<p>
<p>In conclusion, a trailing stop is a powerful tool that every forex trader should have in their toolbox. It allows traders to protect their profits while still giving their winning trades room to run. By <a href="https://www.day-trading.info/top-ten-forex-brokers-for-the-chinese-simplified/">top ten forex brokers for the chinese simplified language</a> understanding what trailing stops are, how they work, and when to use them, traders can enhance their trading strategies and improve their overall profitability.</p>
</p>
<p>
<p>How you set stops always depends on your actual forex trading method, but it&#8217;s good to be aware of setting them too close to a moving price. In summary, Trailing Stops are a powerful and dynamic tool for traders seeking to protect their profits and manage risk in a constantly changing market environment. Trailing Stops are an essential tool for traders looking to protect their profits and manage  risk in a dynamic market environment. Trailing stops may be used with stock, options, and futures exchanges that support traditional stop-loss orders. While trailing stops lock in profit and limit losses, establishing the ideal trailing stop distance is difficult.</p>
</p>
<p>
<p>Next, you must be able to time your trade by looking at an analog clock and noting the angle of the long arm when it is pointing between 1 p.m. Now, when your favorite moving average is holding steady at this angle, stay with your initial trailing stop loss. As the moving average changes direction, dropping below 2 p.m., it&#8217;s time to tighten your trailing stop spread.</p>
</p>
<p>
<p>If the market keeps moving in the profitable direction, so does the Trailing Stop, always maintaining the Stop Loss at pre-selected point distance from the current price. If the market stops moving in the profitable direction, the Trailing Stop keeps the Stop Loss fixed. If the market goes against the profitable direction, it may eventually reach the Stop Loss level pre-set by Trailing Stop. Trailing stops help to lock in profits while keeping the trade open until the instrument’s price hits your trailing stop level. Your trailing stop-loss order can be set a specific number of points or a percentage distance from the original price. When the market price reaches your trailing stop, the stop-loss  order will be triggered and your trade will be closed.</p>
</p>
<p>
<h2>Some Tips for Using Trailing Stop Loss in MT4</h2>
</p>
<p>
<p>Some traders may choose to use a regular stop-loss in a similar way to a trailing stop, by moving it manually themselves whenever they see the market price move in a favourable direction. In case a trader has entered into a long position, as the value of a currency pair received support at the moving average, he/she could adjust the stop loss under the moving average as the trade develops. However, it is a matter of personal choice when and how to move the stop loss using the moving average.</p>
</p>
<p>
<h2>To set up a trailing stop order, follow these steps on your trading platform:</h2>
</p>
<p>
<p>But do not rush to implement a trading strategy based on the inverted hammer candlestick only. First, learn how to distinguish it from false signals and avoid pitfalls that inexperienced traders encounter. Using forex trading as an example, a trailing stop-loss may be useful when trading a particularly volatile currency pair, which has erratic price moves.</p>
</p>
<p>
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<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/how-to-use-a-trailing-stop-in-forex-trading/">How to Use a Trailing Stop in Forex Trading</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
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