There are multiple TP and SL types in Order Manager. What is the difference between them?

Asked by Radhesh Joshi · SOLVED
1 reply 440 views Jump to solution Reply
Radhesh Joshi Original Post
Strategy Builder

While creating a position in Order Manager, I noticed there are multiple Target and Stop Loss types available such as LTP, Candle, Percentage, and Points.

I’m a little confused about when to use which option and how each one actually works.

Can someone explain the difference between them in simple terms?

Posted Jun 26
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    1 Reply

    Support AlgoDelta
    Support AlgoDelta AlgoDelta Support ·

    Yes sir, this is a very common confusion because the Target and Stop Loss settings provide multiple methods to manage exits.

    Let’s understand them one by one.

    1. LTP Based

    In LTP mode, you directly enter a price value.

    When the Last Traded Price (LTP) reaches the value you have configured, AlgoDelta will automatically square off the position.

    Example:

    -Target LTP = 250

    When the price reaches 250, the position will be exited.

    -Stop Loss LTP = 200

    When the price falls to 200, the position will be exited.

    1. Candle Based

    In Candle mode, two fields will appear:

    -Timeframe

    -Value

    You can select a timeframe such as 1 Minute, 3 Minute, 5 Minute, 10 Minute, 15 Minute, etc.

    AlgoDelta checks the candle close price of the selected timeframe.

    Example:

    -Timeframe = 1 Minute

    -Stop Loss Value = 70

    If a 1-minute candle closes at or below 70, the position will be exited.

    Similarly, if you configure a Candle-based Target, the position will be exited when the candle close reaches the target value.

    1. Percentage Based

    In Percentage mode, you enter a percentage value instead of a price.

    The Target or Stop Loss is calculated based on the entry price of the position.

    Example:

    -Stop Loss = 5%

    If the position moves 5% against your entry price, the position will be exited.

    -Target = 10%

    If the position moves 10% in your favour, the position will be exited.

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

    Verified Solution
    • Perfect sir, that’s the very detailed and great explanation with the images, now it’s super easy to understand this all ways. Thanks a lot. – Radhesh Joshi Jul 3
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