Let `barx` be the mean of n observations `x_(1),x_(2),��..,x_(n)`. If `(a-b)` is added to

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Let barx be the mean of a observations x_(1),x_(2)…x_(n)If (a-b) is added to each observation, t... Let barx be the mean of a observations x_(1),x_(2)…x_(n)If (a-b) is added to each observation, t...
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If `x_(1),x_(2)��..x_(n)` be n observation and `barx` be their arithmetic mean .Then If `x_(1),x_(2)��..x_(n)` be n observation and `barx` be their arithmetic mean .Then
If `barx` represents the mean of n observations `x_(1), x_(2),���., x_(n)`, then values of `underset If `barx` represents the mean of n observations `x_(1), x_(2),���., x_(n)`, then values of `underset
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If xbar represents the mean of n observations x1,x2.....xn then value of nΣi=1 (xi-xbar) is: (A) –1 If xbar represents the mean of n observations x1,x2.....xn then value of nΣi=1 (xi-xbar) is: (A) –1