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The average of n numbers x1, x2, .... xn is x . Then the value of ⅀(xi - x) , ( i = 1 .......... n ) is equal to
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- n
- 0
- nx
- x
- n
Correct Option: B
As we know that ,
x = | ||
n |
= (x1 - x) + (x2 -x) +....... + (xn - x)
= (x1 + x2 + . . . . . + xn) - n . x
= n. | - n.x | |||
n |
= nx - nx = 0