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5) Consider the model $$ y_{i}=gamma_{0}+varepsilon_{i}, quad i=1, ldots, n. $$ where the errors $varepsilon_{i}$ are independently normally distributed with $Eleft(varepsilon_{i} ight)=$ 0 and $operatorname{Var}left(varepsilon_{i}

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5) Consider the model $$ y_{i}=\gamma_{0}+\varepsilon_{i}, \quad i=1, \ldots, n. $$ where the errors $\varepsilon_{i}$ are independently normally distributed with $E\left(\varepsilon_{i} ight)=$ 0 and $\operatorname{Var}\left(\varepsilon_{i} ight)=\sigma^{2}

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