What is the variance of {-7, 8, -9, 10, 12, -14, 8}?

1 Answer
Mar 14, 2016

-140.714286

Explanation:

The variance is calculated using the formula 1/N sum_(N=1)^N (x_i-mu), and when you sub in the numbers, you get the following values:
mu=8
(-14-8)^2=(-22)^2=-484
(-9-8)^2=(-17)^2=-289
(-7-8)^2=(-15)^2=-225
(8-8)^2=0
(8-8)^2=0
(10-8)^2=(2)^2=4
(12-8)^2=(3)^2=9

(-484+(-289)+(-225)+0+0+4+9)/7= -140.714286