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Suppose that Y i a + bx i + E i , where Y i is the average of n i replicates at x i
Suppose that Y i a + bx i + E i , where Y i is the average of n i replicates at
x i and the replicate errors are uncorrelated with common variance 2 (i.e.,
Var(E i ) 2 /n i ). Use transformations to re-express the linear model such
that the errors have common variance, and find least squares estimates of a
and b.
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