Question: Sometimes it is believed that 0 is 0 because we think that E(Y | X = 0) = 0. Then the appropriate model is yi

Sometimes it is believed that β0 is 0 because we think that E(Y | X = 0) = 0. Then the appropriate model is
yi = β1Xi + ˆˆi:
This model is usually called "regression through the origin" since the regression line is forced through the origin. The least-squares estimator of β1 minimizes
У(y- Вх,}2, i=1
Sometimes it is believed that β0 is 0 because we

(y- ,}2, i=1

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