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If we assume that the best line representing the coordinate pairs of points resulting from an experiment is: Y=mX+b, and the deviations of the experimental

If we assume that the best line representing the coordinate pairs of points resulting from an experiment is: Y=mX+b, and the deviations of the experimental points with respect to that line are: \deltaYi=Yi-(mXi+b), then the least squares principle guarantees that:

(2) ) is minimum. b) is m minimum is minimum ) 2 is minimum 2-0 Choose the correct subsection and justify your answer.

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