the equation of a plane through the point A(1,0,0) and perpendicular to the line x+1/2=y-3/1=z+7/-3 is
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let the required equation of plane through (1,0,0) be
a(x−1)+b(y−0)+c(z−0)=0.
Since, the line is perpendicular to the plane, so it is parallel to the normal to the plane.
2(x−1)+4(y−0)−3(z+1)=0⇒2x+4y−3z=5.
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