Simple moving average formula

The simple moving average formula is called the arithmetic moving average. It is calculated by adding recent prices and dividing the figure by the number of time periods in the calculation average. The short-term averages respond to the changes in the price of the underlying security. Basically, the long-term average reacts slowly. SMA will calculate the average of selected range/closing price by the number of periods in the range. It is called a technical indicator that can aid in determining if the asset price will continue or reverse a bull/ bear trend.

Simple moving average Formula SMA= (Sum ()), SMA = (Sum (Price, n)) / n Where: n = Time Period
The SMA is the average closing price of crude over a specific number of periods. Moving average change is based on the change in crude price.

Analytical Significance

Here SMA plays an important tool to identify the current price trend and potential for change in an established trend. A simple way of using is to identify if security is in uptrend /downtrend. The albeit is more complex, analytical using it is to compare simple moving averages with different time frames. Here short-term simple moving average is above a long-term average as an uptrend is expected. So if the long-term average is above a short-term average then a downtrend has the expected outcome.

Popular Trading Patterns : There are two trending patterns for simple moving averages as death cross and a golden cross. A death cross occurs when the 50 days SMA crosses below the 200-day SMA and is considered as a bearish signal. The golden cross arises when a short-term SMA breaks above the long-term SMA.

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Limitations of Simple Moving Average

Many traders believe that new data will reflect the current trend of security that is moving with. Traders feel that privileging dates than others will bias the trend. So SMA may rely heavily on outdated data since it treats the 10th or 200th day's impact as much as the first/ second. SMA relies on historical data. So everyone believes that markets are efficient as current market prices reflect all available information.


Example

Here a 5-day is Average means a five-day sum of closing price divided by five. The Average is the average that moves old data is dropped as new data. Daily closing prices: 11, 12, 13, 14, 15, 16, 17.First day of 5day SMA (11+12+13+14+15)/5=13.Second day of 5day SMA (12+13+14+15+16)/5=14.Third day of 5day SMA (13+14+15+16+17)/5=15.On the first day of moving the average will cover the last five days. The second day drops the first data point (11) and adds the new data point (16). In the last third day, they continue by dropping the first data point (12) and then adding the new data point (17). The prices increase from 11 to 17 for a total of seven days. As the average also rises from 13 to 15 over a three-day calculation period. We notice that each average value is below the last price. The average for the day is equal to 13 and the last price is 15. The prices prior to four days were lower and cause the average to lag.


Lengths and Timeframe

The length depends on the analytical objectives. Here short moving averages are best suitable for short-term trend and trading. The chart is interested in the medium-term trend for a long moving average to extend 20-60 periods. Long-term investors will have moving averages with 100 periods.


Trend Identification

Moving average rise shows the price that is increasing. And the falling average indicates the price is falling.


Double Crossovers : Here two averages are used to generate crossover signals. The double crossover signal involves a short MA with a long MA.


Price Crossovers : They are combined to trade the bigger trend. The longer Moving average set the tone for big trends and the short moving trend is used to generate signals.


Conclusion

The advantage of using SMA is to ensure trader in line with the current trend. The MA will keep you and give late signals. The chartist will use the SMA to define the overall trend. Also, use RSI to define overbought/oversold levels.


Simple vs. Exponential Moving Averages

SMA is customized because it can be calculated for a different time period. The process is done by adding the closing price of the security for a number of time periods and dividing this total by the number of a time period. It gives the average price of a security overtime period. The simple moving average smooths volatility and makes it easy to view the price trend of security if the security's price is increasing. They are pointing down means the security's price is decreasing. The long time frame for the moving average gives smoothes the simple moving average. The shorter-term moving average is volatile but the reading is close to the source data.


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