What is the definition of Standard Deviation?

a.
Square of the variance

b.
Square root of the variance

c.
Square of mean minus 1

d.
Square root of the variance minus coefficient of variation

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LRev

Answer:

b.  Square root of the variance

Step-by-step explanation:

The standard deviation measure how scattered the data of the set is, in other words, measure the dispersion. A low value is found when the points are close to the mean, and when the value is high the data uses a wider range of values. To calculate its value, the simple way, you need the variance because the standard deviation is the square root of the variance.