Two lines L1:x=5,y3−α=z−2 and L2:x=α,y−1=z2−α are coplanar. – InterviewSolution

1.	Two lines L1:x=5,y3−α=z−2 and L2:x=α,y−1=z2−α are coplanar. Then, α can take value(s)
Answer» Two lines $L_{1} : x = 5, \frac{y}{3 - α} = \frac{z}{- 2}$ and $L_{2} : x = α, \frac{y}{- 1} = \frac{z}{2 - α}$ are coplanar. Then, $α$ can take value(s)

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