What They Are, and What They Tell Investors

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A Bollinger Band® is a technical analysis tool defined by a set of trendlines. They are plotted as two standard deviations, both positively and negatively, away from a simple moving average (SMA) of a security’s price and can be adjusted to user preferences.

Bollinger Bands® was developed by technical trader John Bollinger and designed to give investors a higher probability of identifying when an asset is oversold or overbought.

Key Takeaways

  • Bollinger Bands® is a technical analysis tool to generate oversold or overbought signals and was developed by John Bollinger.
  • Three lines compose Bollinger Bands: A simple moving average, or the middle band, and an upper and lower band.
  • The upper and lower bands are typically 2 standard deviations +/- from a 20-day simple moving average and can be modified.
  • When the price continually touches the upper Bollinger Band, it can indicate an overbought signal.
  • If the price continually touches the lower band it can indicate an oversold signal.

Understanding Bollinger Bands

How to Calculate Bollinger Bands®

The first step in calculating Bollinger Bands® is to compute the simple moving average (SMA) of the security, typically using a 20-day SMA. A 20-day SMA averages the closing prices for the first 20 days as the first data point.

The next data point drops the earliest price, adds the price on day 21 and takes the average, and so on. Next, the standard deviation of the security price will be obtained. Standard deviation is a mathematical measurement of average variance and features prominently in statistics, economics, accounting, and finance.

For a given data set, the standard deviation measures how far numbers are from an average value. Standard deviation can be calculated by taking the square root of the variance, which itself is the average of the squared differences of the mean.

Next, multiply that standard deviation value by two and both add and subtract that amount from each point along the SMA. Those produce the upper and lower bands.

Here is this Bollinger Band® formula:


BOLU = MA ( TP , n ) + m σ [ TP , n ] BOLD = MA ( TP , n ) m σ [ TP , n ] where: BOLU = Upper Bollinger Band BOLD = Lower Bollinger Band MA = Moving average TP (typical price) = ( High + Low + Close ) ÷ 3 n = Number of days in smoothing period (typically 20) m = Number of standard deviations (typically 2) σ [ TP , n ] = Standard Deviation over last  n  periods of TP \begin{aligned} &\text{BOLU} = \text {MA} ( \text {TP}, n ) + m * \sigma [ \text {TP}, n ] \\ &\text{BOLD} = \text {MA} ( \text {TP}, n ) – m * \sigma [ \text {TP}, n ] \\ &\textbf{where:} \\ &\text {BOLU} = \text {Upper Bollinger Band} \\ &\text {BOLD} = \text {Lower Bollinger Band} \\ &\text {MA} = \text {Moving average} \\ &\text {TP (typical price)} = ( \text{High} + \text{Low} + \text{Close} ) \div 3 \\ &n = \text {Number of days in smoothing period (typically 20)} \\ &m = \text {Number of standard deviations (typically 2)} \\ &\sigma [ \text {TP}, n ] = \text {Standard Deviation over last } n \text{ periods of TP} \\ \end{aligned}
BOLU=MA(TP,n)+mσ[TP,n]BOLD=MA(TP,n)mσ[TP,n]where:BOLU=Upper Bollinger BandBOLD=Lower Bollinger BandMA=Moving averageTP (typical price)=(High+Low+Close)÷3n=Number of days in smoothing period (typically 20)m=Number of standard deviations (typically 2)σ[TP,n]=Standard Deviation over last n periods of TP

What Do Bollinger Bands® Tell You?

Bollinger Bands® is a popular technique. Many traders believe the closer the prices move to the upper band, the more overbought the market, and the closer the prices move to the lower band, the more oversold the market. John Bollinger has a set of 22 rules to follow when using the bands as a trading system.

The Squeeze

The “squeeze” is the central concept of Bollinger Bands®. When the bands come close together, constricting the moving average, it is called a squeeze. A squeeze signals a period of low volatility and is considered by traders to be a potential sign of future increased volatility and possible trading opportunities.

Conversely, the wider apart the bands move, the more likely the chance of a decrease in volatility and the greater the possibility of exiting a trade. These conditions are not trading signals. The bands do not indicate when the change may take place or in which direction the price could move.

Breakouts

Approximately 90% of price action occurs between the two bands. Any breakout above or below the bands is significant. The breakout is not a trading signal and many investors mistake that when the price hits or exceeds one of the bands as a signal to buy or sell. Breakouts provide no clue as to the direction and extent of future price movement.

Example of Bollinger Bands®

In the chart below, Bollinger Bands® bracket the 20-day SMA of the stock with an upper and lower band along with the daily movements of the stock’s price. Because standard deviation is a measure of volatility, when the markets become more volatile the bands widen; during less volatile periods, the bands’ contract.

Image by Sabrina Jiang © Investopedia 2021


Limitations of Bollinger Bands®

Bollinger Bands® is not a standalone trading system but just one indicator designed to provide traders with information regarding price volatility. John Bollinger suggests using them with two or three other non-correlated indicators that provide more direct market signals and indicators based on different types of data. Some of his favored technical techniques are moving average divergence/convergence (MACD), on-balance volume, and relative strength index (RSI).

Because Bollinger Bands® are computed from a simple moving average, they weigh older price data the same as the most recent, meaning that new information may be diluted by outdated data. Also, the use of 20-day SMA and 2 standard deviations is a bit arbitrary and may not work for everyone in every situation. Traders should adjust their SMA and standard deviation assumptions accordingly and monitor them.

What Do Bollinger Bands® Tell You?

Bollinger Bands® gives traders an idea of where the market is moving based on prices. It involves the use of three bands—one for the upper level, another for the lower level, and the third for the moving average. When prices move closer to the upper band, it indicates that the market may be overbought. Conversely, the market may be oversold when prices end up moving closer to the lower or bottom band.

Which Indicators Work Best with Bollinger Bands®?

Many technical indicators work best in conjunction with other ones. Bollinger Bands® are often used along with the relative strength indicator (RSI) as well as the BandWidth indicator, which is the measure of the width of the bands relative to the middle band. Traders use BandWidth to find Bollinger Squeezes.

How Accurate Are Bollinger Bands®?

Since Bollinger Bands® are set two use +/- two standard deviations around an SMA, we should expect that approximately 95% of the time, the observed price action will fall within these bands.

What Time Frame Is Best Used With Bollinger Bands®?

Bollinger Bands® typically use a 20-day moving average.

The Bottom Line

Bollinger Bands® can be a useful tool for traders for assessing the relative level of over- or under-sold position of a stock and provides them with insight on when to enter and exit a position. Certain aspects of Bollinger Bands®, such as the squeeze, work well for currency trading. Buying when stock prices cross below the lower Bollinger Band® often helps traders take advantage of oversold conditions and profit when the stock price moves back up toward the center moving-average line.

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Average Directional Index (ADX): Definition and Formula

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What Is the Average Directional Index (ADX)?

The average directional index (ADX) is a technical analysis indicator used by some traders to determine the strength of a trend.

The trend can be either up or down, and this is shown by two accompanying indicators, the negative directional indicator (-DI) and the positive directional indicator (+DI). Therefore, the ADX commonly includes three separate lines. These are used to help assess whether a trade should be taken long or short, or if a trade should be taken at all.

Key Takeaways

  • Designed by Welles Wilder for commodity daily charts, the ADX is now used in several markets by technical traders to judge the strength of a trend.
  • The ADX makes use of a positive (+DI) and negative (-DI) directional indicator in addition to the trendline.
  • The trend has strength when ADX is above 25; the trend is weak or the price is trendless when ADX is below 20, according to Wilder.
  • Non-trending doesn’t mean the price isn’t moving. It may not be, but the price could also be making a trend change or is too volatile for a clear direction to be present.

The Average Directional Index (ADX) Formulae

The ADX requires a sequence of calculations due to the multiple lines in the indicator.


+DI = ( Smoothed +DM ATR  ) × 100 -DI = ( Smoothed -DM ATR  ) × 100 DX = ( +DI -DI +DI + -DI ) × 100 ADX = ( Prior ADX × 13 ) + Current ADX 14 where: +DM (Directional Movement) = Current High PH PH = Previous High -DM = Previous Low Current Low Smoothed +/-DM = t = 1 14 DM ( t = 1 14 DM 14 ) + CDM CDM = Current DM ATR = Average True Range \begin{aligned} &\text{+DI} = \left ( \frac{ \text{Smoothed +DM} }{ \text{ATR } } \right ) \times 100 \\ &\text{-DI} = \left ( \frac{ \text{Smoothed -DM} }{ \text{ATR } } \right ) \times 100 \\ &\text{DX} = \left ( \frac{ \mid \text{+DI} – \text{-DI} \mid }{ \mid \text{+DI} + \text{-DI} \mid } \right ) \times 100 \\ &\text{ADX} = \frac{ ( \text{Prior ADX} \times 13 ) + \text{Current ADX} }{ 14 } \\ &\textbf{where:}\\ &\text{+DM (Directional Movement)} = \text{Current High} – \text{PH} \\ &\text{PH} = \text{Previous High} \\ &\text{-DM} = \text{Previous Low} – \text{Current Low} \\ &\text{Smoothed +/-DM} = \textstyle{ \sum_{t=1}^{14} \text{DM} – \left ( \frac{ \sum_{t=1}^{14} \text{DM} }{ 14 } \right ) + \text{CDM} } \\ &\text{CDM} = \text{Current DM} \\ &\text{ATR} = \text{Average True Range} \\ \end{aligned}
+DI=(ATR Smoothed +DM)×100-DI=(ATR Smoothed -DM)×100DX=(+DI+-DI+DI-DI)×100ADX=14(Prior ADX×13)+Current ADXwhere:+DM (Directional Movement)=Current HighPHPH=Previous High-DM=Previous LowCurrent LowSmoothed +/-DM=t=114DM(14t=114DM)+CDMCDM=Current DMATR=Average True Range

Calculating the Average Directional Movement Index (ADX)

  1. Calculate +DM, -DM, and the true range (TR) for each period. Fourteen periods are typically used.
  2. +DM = current high – previous high.
  3. -DM = previous low – current low.
  4. Use +DM when current high – previous high > previous low – current low. Use -DM when previous low – current low > current high – previous high.
  5. TR is the greater of the current high – current low, current high – previous close, or current low – previous close.
  6. Smooth the 14-period averages of +DM, -DM, and TR—the TR formula is below. Insert the -DM and +DM values to calculate the smoothed averages of those.
  7. First 14TR = sum of first 14 TR readings.
  8. Next 14TR value = first 14TR – (prior 14TR/14) + current TR.
  9. Next, divide the smoothed +DM value by the smoothed TR value to get +DI. Multiply by 100.
  10. Divide the smoothed -DM value by the smoothed TR value to get -DI. Multiply by 100.
  11. The directional movement index (DMI) is +DI minus -DI, divided by the sum of +DI and -DI (all absolute values). Multiply by 100.
  12. To get the ADX, continue to calculate DX values for at least 14 periods. Then, smooth the results to get ADX.
  13. First ADX = sum 14 periods of DX / 14.
  14. After that, ADX = ((prior ADX * 13) + current DX) / 14.

What Does the Average Directional Index (ADX) Tell You?

The ADX, negative directional indicator (-DI), and positive directional indicator (+DI) are momentum indicators. The ADX helps investors determine trend strength, while -DI and +DI help determine trend direction.

The ADX identifies a strong trend when the ADX is over 25 and a weak trend when the ADX is below 20. Crossovers of the -DI and +DI lines can be used to generate trade signals. For example, if the +DI line crosses above the -DI line and the ADX is above 20, or ideally above 25, then that is a potential signal to buy. On the other hand, if the -DI crosses above the +DI, and the ADX is above 20 or 25, then that is an opportunity to enter a potential short trade.

Crosses can also be used to exit current trades. For example, if long, exit when the -DI crosses above the +DI. Meanwhile, when the ADX is below 20 the indicator is signaling that the price is trendless and that it might not be an ideal time to enter a trade.

Image by Sabrina Jiang © Investopedia 2021


The Average Directional Index (ADX) vs. The Aroon Indicator

The ADX indicator is composed of a total of three lines, while the Aroon indicator is composed of two.

The two indicators are similar in that they both have lines representing positive and negative movement, which helps to identify trend direction. The Aroon reading/level also helps determine trend strength, as the ADX does. The calculations are different though, so crossovers on each of the indicators will occur at different times.

Limitations of Using the Average Directional Index (ADX)

Crossovers can occur frequently, sometimes too frequently, resulting in confusion and potentially lost money on trades that quickly go the other way. These are called false signals and are more common when ADX values are below 25. That said, sometimes the ADX reaches above 25, but is only there temporarily and then reverses along with the price.

Like any indicator, the ADX should be combined with price analysis and potentially other indicators to help filter signals and control risk.

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Strategies & Applications Behind The 50-Day EMA (INTC, AAPL)

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The 50-day moving average marks a line in the sand for traders holding positions through inevitable drawdowns. The strategy we employ when price nears this inflection point often decides whether we walk away with a well-earned profit or a frustrating loss. Considering the consequences, it makes sense to improve our understanding about this price level, as well as finding new ways to manage risk when it comes into play.

The most common formula takes the last 50 price bars and divides by the total. This yields the 50-day simple moving average (SMA) used by technicians for many decades. The calculation has been tweaked in many ways over the years as market players try to build a better mousetrap. The 50-day exponential moving average (EMA) offers the most popular variation, responding to price movement more quickly than its simple minded cousin. This extra speed in signal production defines a clear advantage over the slower version, making it a superior choice.

The 50-day EMA gives technicians a seat at the 50-yard line, the perfect location to watch the entire playing field for mid-term opportunities and natural counterswings after active trends, higher or lower. It’s also neutral ground when price action is often misinterpreted by the majority. And as our contrary market proves over and over again, the most reliable signals tend to erupt when the majority is sitting on the wrong side of the action.

There are dozens of ways to use the 50-day EMA in market strategies. It works as a reality check when a position hits the magic line after a rally or selloff. It has equal benefit in lower and higher time frames, applying the indicator to intraday charts or tracking long term trends with the 50-week or 50-month version. Or play a game of pinball, trading oscillations between the 50-day EMA and longer term 200-day EMA. It even works in the arcane world of market voodoo, with 50/200 day crossovers signaling bullish golden crosses or bearish death crosses.

Pullbacks

The 50-day EMA most often comes into play when you’re positioned in a trend that turns against you in a natural counterswing, or in reaction to an impulse that’s dragging thousands of financial instruments along for the ride. It makes sense to place a stop just across the moving average because it represents intermediate support (resistance in a downtrend) that should hold under normal tape conditions. The problem with this reasoning is it doesn’t work as intended in our volatile modern markets.

The 50 and 200-day EMAs have morphed from narrow lines into broad zones in the last two decades due to aggressive stop hunting. You need to consider how deep these violations will go before placing a stop or timing an entry at or near the moving average. Patience is key in these circumstances because testing at the 50-day EMA usually resolves within three to four price bars. The trick is to stay out of the way until a) the reversal kicks in or b) the level breaks, yielding a price thrust against your position.

Image by Sabrina Jiang © Investopedia 2020

The risk of getting it wrong will hurt your wallet, so how long should you stick around when price tests the 50-day EMA? While there’s no perfect way to avoid whipsaws, examining other technicals often pinpoints the exact extension of a reversal. For example, Intel (INTC) returned to the January high in April and sold off to the 50-day EMA. It broke support, dropped to the .386 Fibonacci rally retracement and bounced back to the moving average in the next session. The stock regained support on the third day and entered a recovery, completing a cup and handle breakout pattern.

50-Day Fractals

The moving average works just as well in lower and higher time frames. As a result, day traders will find benefit in placing 50-bar EMAs on 15 and 60 minute charts because they define natural end points for intraday oscillations. Just keep in mind that noise increases as time frame decreases, lowering its value on 5 and 1 minute charts. On the flip side, the indicator shows excellent reliability on weekly and monthly charts, often pinpointing exact turning points in corrections and long term trends.

This makes sense when considering that the 50-week EMA defines mean reversion over an entire year while the 50-month EMA tracks more than four years of market activity, approaching the average length of a typical business cycle. Market timers can use these long-term moving averages to establish profitable positions lasting for months or years while violations offer perfect levels to take profits and reallocate capital into other long term instruments.

Image by Sabrina Jiang © Investopedia 2020

Apple (AAPL) set up excellent buying opportunities at the 50-month EMA in 2009 and 2013. It broke moving average support in September 2008 and spent 5 months grinding sideways before remounting that level in April 2009, issuing a “failure of a failure buy signal that yielded more than 80 points over three years. It tested the moving average a second time in 2013, spending four months building a double bottom that triggered a 100 percent rally into 2014. Note how the lows matched support perfectly, offering an incredible low risk entry for patient market players.

50-200 Day Pinball

Fast trends in both directions tend to increase the separation between the 50 and 200-day EMAs. Once a countertrend breaks one of these averages, it often carries into the other average, setting up a few rounds of the 50-200 “pinball” strategy. Swing traders are natural beneficiaries of this two-sided technique, going long and then short until one side of the box gives way to a more active trend impulse.

Image by Sabrina Jiang © Investopedia 2020 

Biogen (BIIB) hit a new high in March after a long uptrend and entered a steep correction that broke the 50-day EMA a few days later. Price action then entered a two month game of 50-200 pinball, traversing more than 75 points between new resistance at the 50-day EMA and long term support at the 200-day EMA. Swing reversals took place close to target numbers, allowing easy entry and relatively tight stops for a triple digit stock.

Bullish and Bearish Crossovers

The downward crossover of the 50-day EMA through the 200-day EMA signals a death cross that many technicians believe marks the end of an uptrend. An upward crossover or golden cross is alleged to possess similar magic properties in establishing a new uptrend. In reality, numerous crisscrosses can print in the life cycle of an uptrend or downtrend and these classic signals show little reliability. 

Image by Sabrina Jiang © Investopedia 2020

It’s a different story with the 50 and 200-week EMAs. SPDR S&P Trust (SPY) shows four valid cross signals going back 15 years, two in each direction. More importantly, there were no false signals during this time, which included three bull markets and two bear markets. Looking at historic Dow Industrial data, the last invalid cross occurred more than 30 years ago, in 1982. This tells us that golden and death crosses deserve a respected place in market analysis.

The Bottom Line

The 50-day EMA identifies a natural mean reversion level for the intermediate time frame. It has numerous applications in price prediction, position choice and strategy building. Traders, market timers and investors all benefit from 50-day EMA study, making it an indispensable ingredient in your technical market analysis.

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McGinley Dynamic Indicator Definition

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What Is the McGinley Dynamic Indicator?

The McGinley Dynamic indicator is a type of moving average that was designed to track the market better than existing moving average indicators. It is a technical indicator that improves upon moving average lines by adjusting for shifts in market speed. John R. McGinley, a market technician, is the inventor of the eponymous indicator.

Key Takeaways

  • The McGinley Dynamic indicator is a type of moving average that was designed to track the market better than existing moving average indicators.
  • This indicator solves the issue of varying market speeds by incorporating an automatic adjustment factor into its formula, which speeds (or slows) the indicator in trending, or ranging, markets.
  • The McGinley Dynamic indicator improves upon conventional moving averages by minimizing price separations and volatile whipsaws so that price action is more accurately reflected.

Understanding McGinley Dynamic Indicator

The McGinley Dynamic indicator attempts to solve a problem inherent in moving averages that use fixed time lengths. The basic problem is that the market, being the great discounting mechanism that it is, reacts to events at a speed that a moving average will not be able to cope with.

This issue is called the lag, and there is no type of moving average, whether it be simple (SMA), exponential (EMA), or weighted (LWMA), that is not affected by this. Understandably, this will call into question the reliability of that moving average. The McGinley Dynamic indicator takes into account speed changes in a market (hence, “dynamic”) to show a smoother, more responsive, moving average line.

The speed of the market is not consistent; it frequently speeds up and slows down. Traditional moving averages, such as a simple moving average or an exponential moving average, fail to account for this market characteristic. The McGinley Dynamic indicator solves this problem by incorporating an automatic smoothing factor into its formula to adjust to market moves. This speeds, or slows, the indicator in trending, or ranging, markets.

This is not to say that the aforementioned issue of lag has been eradicated, only that the reaction to market movement is faster. The key point to note is that, due to its smoothing constant, it will be more market reactive than other moving averages. The user can customize this indicator through the selection of the number of periods (N).


McGinley   Dynamic   Indicator   ( M D ) = M D [ 1 ] + Price     MD [ 1 ] N ( Price M D [ 1 ] ) 4 where: M D [ 1 ] = M D  value of the preceding period Price = Security’s current price N = number of periods \begin{aligned} &\textbf{McGinley Dynamic Indicator }\mathbf{(MD)}\\ &\qquad\mathbf{=MD}_{\mathbf{[1]}}\mathbf{+} \frac{ \textbf{Price}\ -\ \textbf{MD}_{\mathbf{[1]}}} {\mathbf{N^*}\left( \frac{\textbf{Price}}{\mathbf{MD}_{\mathbf{[1]}}}\right)^4}\\ &\textbf{where:}\\ &MD_{[1]}=MD\text{ value of the preceding period}\\ &\text{Price}=\text{Security’s current price}\\ &N=\text{number of periods} \end{aligned}
McGinley Dynamic Indicator (MD)=MD[1]+N(MD[1]Price)4Price  MD[1]where:MD[1]=MD value of the preceding periodPrice=Security’s current priceN=number of periods

The indicator improves upon conventional moving averages by minimizing price separations and volatile whipsaws so that price action is more accurately reflected. The formula allows for an acceleration, or deceleration, in the McGinley Dynamic indicator based solely on the security’s price movement.

Even though traders may use the line to make buy or sell decisions, McGinley’s original intent for his indicator was to reduce the lag between the indicator and the market—the logic being that a faster tracking moving average would be more credible in generating trading signals.

Investopedia does not provide tax, investment, or financial services and advice. The information is presented without consideration of the investment objectives, risk tolerance, or financial circumstances of any specific investor and might not be suitable for all investors. Investing involves risk, including the possible loss of principal.

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