Consider the linear statistical model given by

\(E(Y1) = 3β_1 + β_2 - 2β_3,\)

\(E(Y2) = 2β_1 - β_3 - β_4,\)

\(E(Y3) = β_1 + β_2 - 2β_4\)

with uncorrelated and homoscedastic random error. Which of the following linear parametric functions are estimable?

1
\(3β_1 - β_2 + 2β_3\)
2
\(​ 4β_1 - 2β_3 + β_4\)
3
\(β_1 + β_2 + β_3\)
4
 \(β_1 + β_3 + 2β_4\)

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