You can decide whether the order is only valid during the current trading session, or it can be rolled over into the next. You can also decide if the pending order is valid until you manually cancel it. An order that is valid for the current trading session will expire at the end of the day if it is not executed. For the other options, the order can remain valid until it is eventually executed or cancelled by you. A trailing stop-loss order is created by setting up a stop order that ‘trails’ your position by a specific number of points. This is useful for ensuring that you lock in profits if the market moves in your favour, but keep a stop loss in place if the market moves against you. A stop-loss order is an instruction to automatically close a trade at a worse price than the currently available price of a market. Stop-loss orders are a key tool in helping you minimise your losses if a price moves against you. A limit order is an order to buy or sell at a specified price or better.
What is the best trailing stop method?
The best trailing stop percentage sits between 15% and 25%. This range consistently shows the best retrurn-to-risk while maintaining a reasonable profit per trade and win rate. Based on this analysis, a trailing stop between 15% to 25% would produce the most stable equity curve growth.
Keep in mind that all stocks seem to experience resistance at a price ending in “.00m” and also at “.50,” although not as strongly. It’s as if traders are reluctant to take it to the next dollar level. A trailing stop is an order type designed to lock in profits or limit losses as a trade moves favorably. Your stop price remains at $61.80 and your limit price remains at $61.70, or $61.80 – the 0.10 limit offset. Traders often make use of trailing stops to lock in profits while minimizing their risk. Traders can also determine how long stop and limit orders are valid in the market.
Trading Education
Under the Trade tab, select a stock, and choose Buy custom from the menu . Regardless of what methodology you use, be careful not to place the stop price too close to the current price, or the order might be triggered by regular daily price fluctuations. Similarly, you don’t want to place the stop price too far from the current price, or you may sustain a sizable loss before you exit the position. Many traders have a standard policy that they use, such as 5% or 10% below. For traders who determine the size of each trade based on the dollar amount invested, rather than the share quantity, a point value may be more effective than a percentage. When you place a stop, stop-limit, or trailing-stop order, you have to decide how many points, or what percentage below the stock price, to place the order. The effective change, from the time the trailing-stop was placed until the order was triggered, would be 3.55% above where you originally placed the order. If an execution occurs at $87.50 or below, your order will be triggered and become a limit order to sell at $87.50 or higher. This type of order is meant to lock in profits while protecting you from significant losses.
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)
A trailing stopis a special type of trade order that moves relative to price fluctuations. Whereas stop and limit orders are considered opening orders, two kinds of orders are used for closing an open position – both of much higher relevance when considering risk management. A sell stop order is a pending order to open a Sell position if the value of an asset dips to or below a determined value. The trader opens a Sell Stop if he/she believes that the asset’s value will decrease further after the position is opened. Is a pending order to buy an asset if its value rises to or above a determined value.
More Definitions of Trailing Stop
Consider a long position where the stock is trading at $110, there’s a stop loss level of $100, and a stop limit level of $98. If the stock drops suddenly from $110 to $95, meaning that the price has dropped through the stop limit level, the position will not be closed. The trader will continue to be at risk of further declines in this stock. However, had there been no stop limit level, the position would have been closed at the best available price after the stop loss level was reached. Automatically moves the stop loss level without requiring a trader to reset it themselves. Traders can use trailing stops to ride trends that are in their favor, while exiting when a reversal sets in. The stop price and the limit price for a stop-limit order do not have to be the same price. For example, a sell stop limit order with a stop price of $3.00 may have a limit price of $2.50.
Therefore, in a slowly declining market, your order might be filled at $87.50 or better, if market conditions allow for it. To increase your chances of execution on a stop-limit order to sell, consider placing your limit price below your stop price. The farther below the stop price you place your limit price, the better chance you have of executing your order in a rapidly declining market. When using a percentage for the trailing amount, remember that the actual point spread between the current price and trigger price will vary as the trigger price is recalculated. They simply change the price of their stop loss as the price moves. Next, enter a dollar amount or percentage, however much you want the order to trail the market price.
Trailing Limit details parameters
This is why the placement of the trailing stop-loss is very important, and the historical performance of the stock and market conditions should be taken into consideration. It’s important to look at the volatility of the market over an extended period of time, as well as how it behaves on a daily basis. Placing the stop-loss too close to the market price may result in an early exit, whereas setting it too far away would mean risking more capital. To better understand how stop orders work, it’s helpful to think of the stop price as a trigger. For example, once an execution occurs at your designated trigger price, your stop order becomes a market order to buy or sell that stock at the prevailing market price. Stop orders are inactive, and hidden to the other market participants, until the trigger price is reached. For example, an investor buys a stock at $100 and sets a trailing stop loss order at $90. If the shares rise, the trailing stop loss will move upwards by the same amount, always setting itself $10 below the high price realized while the trade is on. So if the stock rises to $102, the trailing stop loss order rises to $92, and it keeps trailing the stock price as it rises.
![stock trailing stop 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Limit offset or not, the market could continue to fall and your sell quote could be late to the book and not be executed. For stock & futures buy and sell orders, the stop price triggers by the last price at the specific exchange the order rests on, not necessarily the NBBO. But if the stock goes up to $20, the trigger price for the trailing stop comes up along with it. At a price of $20, the trailing stop will only trigger a sale if the stock drops below $18. This helps him lock in most of the gains from the stock’s rally. There may be other orders at your limit, and if there aren’t enough shares available to fill your order, the stock price could pass through your limit price before your order executes. Once the stock drops to $15.10 or lower, your stock is sold at the current market price, which may vary significantly from the stop price. Beware of placing market orders when the market’s closed. If there are other orders at your limit, there may not be enough shares available to fill your order.
If you’re unwilling to assume the risk of daily fluctuations of 5%, then consider not trading that stock. By contrast, a 5% stop order may be appropriate for a stock that has a history of 5% fluctuations in a month. Since a trailing-stop order becomes a market order when triggered, it behaves very similar to a standard stop order. As the stock increases in price, if—at any point—the bid retraces by 5%, a market order will automatically be entered for the quantity you specified. You placed a 5% trailing-stop order on a recently purchased stock position. Stop orders are used most often to help protect an unrealized gain or to limit potential losses on an existing position. Here, we’ll discuss how to use them in your portfolio to help protect long equity positions.
A trailing stop limit order is designed to allow an investor to specify a limit on the maximum possible loss, without setting a limit on the maximum possible gain. A SELL trailing stop limit moves with the market price, and continually recalculates the stop trigger price at a fixed amount below the market price, based on the user-defined “trailing” amount. The limit order price is also continually recalculated based on the limit offset. A “Buy” trailing stop limit order is the mirror image of a sell trailing stop limit, and is generally used in falling markets. A trailing stop order is a stop or stop limit order in which the stop price is not a specific price. Instead, the stop price is either a defined percentage or dollar amount, above or below the current market price of the security (“trailing stop price”). As the price of the security moves in a favorable direction the trailing stop price adjusts or “trails” the market price of the security by the specified amount.
For the value-weighted (by the last month-end market value) momentum strategy, the losses were reduced from −65.34% to −23.69% (to -14.85% if August 1932 is excluded). At a stop-loss level of 10%, they found that the monthly losses of an equal weighted momentum strategy went down substantially from −49.79% to −11.34%. Only at the 5% and 10% stop loss levels did the traditional stop-loss perform better than the trailing stop-loss BUT the overall returns were bad. If the researchers excluded the technology bubble the model worked even better.
However, if the security’s price moves in an unfavorable direction the trailing stop price remains fixed, and the order will be triggered if the security’s price reaches the trailing stop price. A stop-loss order is a method that can be used by investors to limit downside risk and can be explained by investors’ loss aversion. Loss aversion refers to the widely studied psychological phenomenon where expected losses have a greater impact on the investors’ preferences than expected gains. The use of stop-loss rules allows for this asymmetric profile. The stop loss hypothesis, also, states that higher returns can be obtained by limiting the downside risk of long positions. A stop-loss order can be established at a percentage of the asset value that grows over time as it rises, stopping if the asset value starts to go down (trailing stop-loss order).
These two Adani group stocks hit life-time highs. What’s driving these shares? Mint – Mint
These two Adani group stocks hit life-time highs. What’s driving these shares? Mint.
Posted: Wed, 20 Jul 2022 05:32:07 GMT [source]
Let’s say you bought two Wall Street Index CFDs at 32,420 and placed a guaranteed stop at 32,300. If triggered this would equate to a $240 loss ((32,420 – 32,300) x 2). A block order under REG NMS is designated as an order of at least 10,000 shares or at least $200,000 notional. Either of take_profit or stop_loss must be present (the above example is for take-profit case), and the rest of requirements are the same as the bracket orders. Note that when you retrieve the list of orders with the nested parameter true, the take-profit order shows up as the parent order while the stop-loss order appears as a child order.
In fact, this action is believed to have contributed to the stock market crash of 2008. As the price of stocks began to fall in October 2008, stop loss orders were triggered, flooding the market with sell orders and a surplus of stocks. In this example, the investor places the order at $30 per share, which is above the current market price of $27. If the price of the stock moves above $30, then the buy stop order becomes a market order, and the stock is purchased at the next available price. A trailing stop has been set up to trail the market price 30 points below the market order. So, if the market increased by 10 points, the trailing stop would move up by 10 points to maintain its position 30 points away from the current price. Should the market price fall by 30 points, the stop loss would be triggered, and the position closed. Active traders are usually at or near their computers during market hours so they don’t need to use stop-loss orders.
Although the above relates to buy orders, Stop losses can also be applied to Sell orders. In this case, the position will close if an asset’s value rises above a determined level. A Take Profit order will be automatically triggered when an asset value hits a predetermined level. If a stock is priced at $100 and rising, the trader may think that it can rise no higher than $120 – the point at which he places his take profit order – before reversing. Conversely, if the stock is falling and he believes that the maximum profit on a sell order will be at $80, that is where he will place the TP on a short position.
- The main purpose of the Trailing Stop is to lock any potential profits.
- The order types available through Interactive Brokers LLC’s Trader Workstation are designed to help you limit your loss and/or lock in a profit.
- However, if you are to use trailing stops, I advocate not putting the order in with your broker and tracking it yourself in case of a flash crash or other extreme intraday trading situation.
- For example, let’s say we set our dynamic stop initially at -10 pips and then the trade moves in our favor 1 pip.
- A “Buy” trailing stop limit order is the mirror image of a sell trailing stop limit, and is generally used in falling markets.
- This could be seen often out side of trading session hours.
Read more about where to buy dragonchain here. This is a set of two orders with the same side (buy/buy or sell/sell) and currently only exit order is supported. In other words, this is the second part of the bracket orders where the entry order is already filled, and you can submit the take-profit and stop-loss in one order submission. If you’re not disciplined enough to cut losses when a trade goes against you, try using stop losses to protect your account. That can potentially help you stick to your trading plan.
Find the approximate amount of currency units to buy or sell so you can control your maximum risk per position. Open a risk-free demo account to practise buying and selling. If-dones protect your position and can cover multiple outcomes to ensure the best outcome for your trade. It’s important to note that in periods of high volatility, your stop loss may not be filled at the level you set. The order has been suspended, and is not eligible for trading. The order is done executing for the day, and will not receive further updates until the next trading day. The order has been received by Alpaca, and routed to exchanges for execution. The Order entity returned from the GET method has a few fields related to trailing stop orders. For the stop-loss order leg of advanced orders, please be aware the order request can be rejected because of the restriction of the stop_price parameter value. The stop price input has to be at least $0.01 below (for stop-loss sell, above for buy) than the “base price”.
Do trailing stops work after hours?
The stop limit and stop loss orders you place during extended hours will queue for the opening of regular market hours on the next trading day. Trailing Stop Orders Trailing stop orders won't execute during extended-hours sessions.
Trailing Stops are executed on the platform directly, from the Chart or the Terminal window, and not on the server like the Stop Loss and Take Profit. As soon as the trader’s profit becomes equal to or larger than the indicated distance, an automatic command is generated to place a Trailing Stop at the original distance from the current price. To disable Trailing Stop, set the “None” parameter in the control menu. In order to disable Trailing Stops from all the positions, set the “Delete All” parameter from the menu of any order. The risks of loss from investing in CFDs can be substantial and the value of your investments may fluctuate. You should consider whether you understand how this product works, and whether you can afford to take the high risk of losing your money. If you’re going long , then the trailing stop needs to be placed below the market price. If you’re going short , then your trailing stop-loss will be placed above the market price. Spread bets and CFDs are complex instruments and come with a high risk of losing money rapidly due to leverage.
Trailing Stop Definition and Uses – Investopedia
Trailing Stop Definition and Uses.
Posted: Sat, 25 Mar 2017 19:20:52 GMT [source]
You want to purchase a stock that is currently trading at $20.50 a share. Believing the price will continue to rise, you’re willing to buy if it increases to $22.20 a share, and you place a buy stop order with a stop price of $22.20. Your order is likely to be executed immediately if the security is actively traded and market conditions permit. A single unit of ownership in a mutual fund or an ETF (exchange-traded fund) or, in the case of stocks, a corporation. The use of options, an advanced strategy that entails a high degree of risk, is available to experienced investors.
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)
When this happens, your trailing stop order may be initiated prematurely because most brokers use data from third party providers. While these orders are good, they also come with several risks. Some of the common risks are stock splits, gaps, liquidity and no market for the asset. The limit orders mentioned above are also known as conditional orders.
IG International Limited receives services from other members of the IG Group including IG Markets Limited. Discover how to trade with IG Academy, using our series of interactive courses, webinars and seminars. In this case, you will benefit https://www.beaxy.com/exchange/eth-usd/ with the initial buy order and the trailing stop order. A trailing stop order, on the other hand, is mostly held in the cloud and implemented once the conditions are met. Everything is a derivative of past prices, even the chart you use.