Question

the measure of dispersion can never be.
Positive
Negative
zero​

Answer 1

The measure of dispersion can never be negative.

Step-by-step explanation:

• The measure of dispersion is defined as the degree of distribution of the data.

The factors of measures of dispersion are:

1. Range
2. Sums of Squares
3. Variance
4. Standard Deviation
5. Coefficient of Variation

• The standard deviation is obtained by adding the squares of the differences between each value and the sample mean, dividing by $n-1$, and then taking the square root.

• All measures of dispersion may not be zero. Also, it can never be a negative value.