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If the variance of some data is 37.33, what is the standard deviation? 6.11 228.08 1393.53 it is impossible to determine the standard deviation based on the information given.

Respuesta :

Yna9141
In statistics, the value for the standard deviation of the given set of data points is rather calculated very simply. The value is calculated by taking the square root of the variance.
If we let s be the standard deviation and the variance be v, the concept above can be expressed into,
                 s = sqrt (v)
If we substitute the given value for v from the problem written above, the answer would be,
                s = sqrt (37.33) = 6.11

Hence, the answer is the first choice. 
francocanacari

It is impossible to determine the standard deviation based on the information given.

Standard deviation

The standard deviation is a concept in statistics, which is a measure of the spread of a variable of a distribution or population, that is comparable to the values ​​of the variable itself.

The standard deviation is used to indicate the spread – the degree to which the values ​​differ from one another – of a distribution. The standard deviation, unlike the variance, is expressed in the same unit as the expectation value or the mean.

Therefore, since the question does not provide any expected value, it is impossible to determine the standard deviation.

Learn more about standard deviation in https://brainly.com/question/12402189

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