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The mean of the series x1,x2,,xn is x¯. If x2 is replaced by λ, then the new mean is

a
x¯−x2+λ
b
x¯−x2−λn
c
(n−1)x¯+λn
d
nx¯−x2+λn

detailed solution

Correct option is D

We have, x¯=x1+x2+…+xn−1+xnn⇒ nx¯=x1+x2…+xn−1+xnLet y→ be the new mean when x2 is replaced by λ Then, ⇒y¯=x1+x2+…+xn−x2+λn∴ y¯=nx¯−x2+λn

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