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4 Answers
Derrick Zastrow
Answered 2 years, 4 months ago
<p id="isPasted">Bollinger Bands are a technical analysis tool that is used to measure volatility in the financial markets. They consist of a moving average and two standard deviation bands that are plotted above and below the moving average. Traders often use Bollinger Bands to identify potential trading opportunities based on price action relative to the bands.</p><p>There are several indicators that can complement Bollinger Bands and help traders make more informed trading decisions. Here are a few examples:</p><ol><li>Relative Strength Index (RSI): RSI is a momentum oscillator that measures the speed and change of price movements. Traders can use RSI in combination with Bollinger Bands to identify potential buy or sell signals when the RSI is overbought or oversold.</li><li>Moving Average Convergence Divergence (MACD): MACD is a trend-following momentum indicator that can help traders identify changes in trend direction. When combined with Bollinger Bands, MACD can help confirm potential trend reversals.</li><li>Stochastic Oscillator: The Stochastic Oscillator is another momentum indicator that measures the strength of price movements. Traders can use the Stochastic Oscillator in combination with Bollinger Bands to identify potential trend reversals or to confirm existing trends.</li><li>Fibonacci retracement levels: Fibonacci retracement levels are commonly used to identify potential support and resistance. When combined with Bollinger Bands, Fibonacci retracement levels can help traders identify possible entry and exit points for their trades.</li></ol>
<p id="isPasted">Bollinger Bands are a technical analysis tool that is used to measure volatility in the financial markets. They consist of a moving average and two standard deviation bands that are plotted above and below the moving average. Traders often use Bollinger Bands to identify potential trading opportunities based on price action relative to the bands.</p><p>There are several indicators that can complement Bollinger Bands and help traders make more informed trading decisions. Here are a few examples:</p><ol><li>Relative Strength Index (RSI): RSI is a momentum oscillator that measures the speed and change of price movements. Traders can use RSI in …</li></ol>
6 Views
Joel Schmidt
Answered 2 years, 3 months ago
<p id="isPasted">The indicator that can be used with Bollinger Bands is the Moving Average Convergence Divergence (MACD) indicator. The MACD is a trend-following momentum indicator that uses exponential moving averages to identify changes in trend. When used in conjunction with Bollinger Bands, the MACD can help traders identify potential buy or sell signals.</p><p>Ultimately, the best indicator to use with Bollinger Bands will depend on the individual trader's trading style and preferences. It's important to experiment with different indicators and combinations to find what works best for you.</p>
<p id="isPasted">The indicator that can be used with Bollinger Bands is the Moving Average Convergence Divergence (MACD) indicator. The MACD is a trend-following momentum indicator that uses exponential moving averages to identify changes in trend. When used in conjunction with Bollinger Bands, the MACD can help traders identify potential buy or sell signals.</p><p>Ultimately, the best indicator to use with Bollinger Bands will depend on the individual trader's trading style and preferences. It's important to experiment with different indicators and combinations to find what works best for you.</p>
4 Views
Vernon Petty
Answered 1 year, 9 months ago
<p id="isPasted">There are several technical indicators that can be used in conjunction with Bollinger Bands, each providing different insights and serving different purposes. Here are some of the most commonly used indicators in combination with Bollinger Bands:</p><p><strong>Relative Strength Index (RSI): </strong>The RSI measures the speed and magnitude of price movements, indicating overbought or oversold conditions. When the RSI is above 70, it suggests that the market is overbought and a price correction may be due. Conversely, when the RSI is below 30, it indicates that the market is oversold and a price rebound may be forthcoming.</p><p class="forexqa-img-container"><img src="https://prod-forexqna.s3.amazonaws.com/uploads/froala_editor/images/1700215159613.png" style="width: 426px;" class="fr-fic fr-draggable fr-dib forexqa-img fr-fil"></p><p><br></p><p><br></p><p><strong>Moving Average Convergence Divergence (MACD): </strong>The MACD is a trend-following momentum oscillator that identifies potential trend changes. It is composed of two moving averages, the MACD line and the signal line. When the MACD line crosses above the signal line, it signals a potential uptrend. Conversely, when the MACD line crosses below the signal line, it indicates a potential downtrend.<img src="https://prod-forexqna.s3.amazonaws.com/uploads/froala_editor/images/1700215203862.png" style="width: 436px;" class="fr-fic fr-draggable fr-dib forexqa-img fr-fil"></p><p><br></p><p><strong>Average True Range (ATR): </strong>The ATR is a measure of volatility, indicating the average size of price movements over a specified period. It is often used to set stop-loss levels and to identify potential breakout or breakdown points in the market.</p><p><br></p><p class="forexqa-img-container"><img src="https://prod-forexqna.s3.amazonaws.com/uploads/froala_editor/images/1700215252194.png" style="width: 350px;" class="fr-fic fr-draggable fr-dib forexqa-img fr-fil"></p><p><br></p><p><strong>On-Balance Volume (OBV):</strong> The OBV incorporates volume data into the analysis, indicating the buying and selling pressure behind price movements. When the OBV is rising, it suggests that there is buying pressure and the price may continue to rise. Conversely, when the OBV is falling, it indicates that there is selling pressure and the price may continue to fall.</p><p class="forexqa-img-container"><img src="https://prod-forexqna.s3.amazonaws.com/uploads/froala_editor/images/1700215292282.png" style="width: 358px;" class="fr-fic fr-draggable fr-dib forexqa-img fr-fil"></p><p><br></p><p><strong>Keltner Channels:</strong> Keltner Channels are similar to Bollinger Bands, but they use a different volatility measure, the Average True Range (ATR). Keltner Channels tend to be more volatile than Bollinger Bands, making them useful for identifying potential breakouts or breakdowns.</p><p><br></p><p><img data-fr-image-pasted="true" 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" style="width: 383px;" class="fr-fic fr-dib fr-draggable fr-fil"></p><p><br></p>The choice of which indicator to use with Bollinger Bands depends on the specific trading strategy and the trader's preferences. Some traders may prefer to use a single indicator, while others may use a combination of indicators to get a more comprehensive picture of the market.
<p id="isPasted">There are several technical indicators that can be used in conjunction with Bollinger Bands, each providing different insights and serving different purposes. Here are some of the most commonly used indicators in combination with Bollinger Bands:</p><p><strong>Relative Strength Index (RSI): </strong>The RSI measures the speed and magnitude of price movements, indicating overbought or oversold conditions. When the RSI is above 70, it suggests that the market is overbought and a price correction may be due. Conversely, when the RSI is below 30, it indicates that the market is oversold and a price rebound may be forthcoming.</p><p class="forexqa-img-container"><img src="https://prod-forexqna.s3.amazonaws.com/uploads/froala_editor/images/1700215159613.png" style="width: 426px;" class="fr-fic fr-draggable fr-dib forexqa-img fr-fil"></p><p><br></p><p><br></p><p><strong>Moving Average Convergence Divergence …</strong></p>
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Anthony Giles
Answered 1 year, 6 months ago
<p id="isPasted">Bollinger Bands are one of those tools. But they work even better when you use them with something called the Moving Average Convergence Divergence (MACD) indicator.</p><p>Think of the MACD indicator as a sidekick to Bollinger Bands. When they work together, they can give even better hints about when to make a trade. The MACD indicator helps you know when the prices might change by looking at how some lines cross each other.</p>
<p id="isPasted">Bollinger Bands are one of those tools. But they work even better when you use them with something called the Moving Average Convergence Divergence (MACD) indicator.</p><p>Think of the MACD indicator as a sidekick to Bollinger Bands. When they work together, they can give even better hints about when to make a trade. The MACD indicator helps you know when the prices might change by looking at how some lines cross each other.</p>
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