Looking to find the standard deviation of your set of values? Standard deviation quantifies how diverse the values of your data set are, and is useful in determining how different your numbers are from each other.

You Will Need:

• Data

• A calculator

Step 1: Collect your data

Collect your data to create the data set from which you wish to calculate the standard deviation.

Step 2: Calculate the mean of the data set

Calculate the average, or mean, of the data set by adding all of the numbers of the set and dividing the total by the number of items in your set.

Step 3: Subtract the mean from each number; square result

Subtract the mean from the first number in your data set, and square the differences. Continue with each number in your data set.

Step 4: Add squares together; divide by number of items

Find the mean of the differences. Add the squared differences and then divide the total by the number of items in data in your set.

Step 5: Take the square root to find standard deviation

Take the square root of this mean of differences to find the standard deviation.

Trivia: The term "standard deviation" was first used by statistician Karl Pearson in 1893.

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