What Is the Advance/Decline Ratio (ADR)?
The advance-decline ratio (ADR) is a popular market-breadth indicator used in technical analysis. It compares the number of stocks that closed higher against the number of stocks that closed lower than their previous day's closing price. To calculate the advance-decline ratio, divide the number of advancing shares by the number of declining shares. It measures the ratio of advancing stocks to declining stocks on a particular exchange over a given period.
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The advance-decline ratio can be calculated for various time periods, such as one day, one week or one month.
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The advance-decline ratio can reveal whether the market is in a bullish or bearish trend.
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The advance-decline ratio may reveal whether the market is overbought or oversold.
The advance decline chart can be calculated by dividing the number of advancing issues by the number of declining issues.
ADR = (Number of Advancing Stocks) / (Number of Declining Stocks)
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Smart Karobaar is an innovative mobile application that empowers investors with real-time data to make informed decisions in the NEPSE stock market.
One of the key features of the app is the incorporation of the Advanced Decline Ratio.
Real-Time ADR Updates: The Smart Karobaar app provides real-time updates of the ADR, giving investors an up-to-the-minute assessment of the market sentiment .
Historical ADR Trends: The app also offers historical ADR data, enabling users to analyze and compare trends over different periods.
Customizable ADR Alerts: With Smart Karobaar, users can set personalized alerts based on specific ADR thresholds.
Supporting Technical Analysis: The ADR complements other technical indicators and analysis methods provided by the app, offering a holistic view of the market's performance.
You can scan average directional index in smart karobaar app with following process :
First open smart karobaar app
Then tap on technical scanner and momentum
After that you can click on averaga directional index
At last you can scan ADI
You can download the app from following link :
CLICK HERE
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