Question

If the line x/1 = y/2 = z/3  intersects the line 3β²x + 3(1 - 2α)y + z = 3 = - 1/2{6α²x + 3(1 - 2β)y + 2z}, then point (α, β, 1) lie on the plane 

(A) 2x - y + z = 4 

(B) x + y - z = 2 

(C) x - 2y = 0 

(D) 2x - y = 0

Answer 1

Answer is (A), (B), (C)

Intersection of line when both the planes are same.