Moving average indicator explained on Pocket Option

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Mathematics of moving average

A moving average indicator is a main indicator that shows price movement direction. When processing moving averages the mathematical pricing average of a particular period as measured by candlestick quantity. For example, in order to calculate the value of a five candlestick period the indicator divides the sum of their closing values by five. Then the indicator moves one candlestick forward and makes the same calculations in this manner.

Moving Average (SMA 5)

A trader can build up a line of resulting values that has a more smooth chart direction. It smooths price bursts by indicating the current trend.

Moving Average smooths price bursts

In case of an increasing period the price sensitivity lowers. But lag on the price chart increases. In the indicator settings you may choose the period of the candlesticks and from among for calculation methods.

Different periods of moving average

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Types of moving average

Simple moving average

The simple moving average or SMA is an average arithmetical value for a given period.

Exponential moving average

Exponential moving average EMA smoothing works by taking into account the current average value on a previous period with smoothing. The priority decreases exponentially and never equals zero.

Weighted moving average

The weighted moving average WMA assigns top priority to the current price hence the WMA chart does not depend heavily on dated prices. The priority of importance increases linearly.

Smooth simple moving average

The smooth simple moving average SSMA takes into account a large amount of candlesticks throughout historical quotes and is much more smooth.

Types of moving average


How to use moving average indicator

Moving Average is a great instrument of detection for a lateral trend wherein rules of trading that differ from rules of trend trading take precedence. Moreover when two indicators with different time intervals intersect it helps determine trend reversals.

Trend reversals with moving averages

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