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Find the vector equation of the line through the origin which is perpendicular to the plane r.(i-2j+k)=3.
given some point r on the plane, p+r will also be on the plane (and satisfy r.(i-2j+k)=3) where p.(i-2j+k)=0 thus p describes all vectors in the plane thus (i-2j+k) is orthagonal to all vectors in the plane thus (i-2j+k) is perpendicular to the plane thus (x,y,z)=(1,-2,1)t is a parametric equation for a lane perpendicular to the plane, which also passes through the origin
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