From a set of observations the arithmetic mean and variance were calculated. It is found that one of the values x is in error and should be replaced by x1. Show that the adjustment to the variance to correct this 10. error is -x) x'+ x - –x, + 27 (x1' where T is the total of the original obserrvations.

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From a set of observations the arithmetic mean and variance
were calculated. It is found that one of the values x, is in error and should
be replaced by x'1. Show that the adjustment to the variance to correct this
10.
error is
X1 - x1 + 2T
(x1' – x1) x1'+ X
in
where T is the total of the original observations.
Transcribed Image Text:From a set of observations the arithmetic mean and variance were calculated. It is found that one of the values x, is in error and should be replaced by x'1. Show that the adjustment to the variance to correct this 10. error is X1 - x1 + 2T (x1' – x1) x1'+ X in where T is the total of the original observations.
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