Let α,β are real numbers for which the system of linear equations 2 – InterviewSolution

1.	Let α,β are real numbers for which the system of linear equations 2αx+y+z=0αx+y+2z=1β2x+y−3αz=−2 never posses unique solution then point P(α,β) lies on a conic whose
Answer» Let $α, β$ are real numbers for which the system of linear equations $2 α x + y + z = 0 α x + y + 2 z = 1 β^{2} x + y - 3 α z = - 2$ never posses unique solution then point $P (α, β)$ lies on a conic whose

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