A plane, $\Pi$, has $3x-5z+3=0$ as its Cartesian equation. Determine the Cartesian equation of a plane that is perpendicular to $\Pi$ and contains the point $P(2,9,-3)$
Does anyone know how to solve this
A plane, $\Pi$, has $3x-5z+3=0$ as its Cartesian equation. Determine the Cartesian equation of a plane that is perpendicular to $\Pi$ and contains the point $P(2,9,-3)$
Does anyone know how to solve this
it must be $$[a,b,c]\cdot [3,0,-5]=0$$ and $$2a+9b-3c+d=0$$