Find the Intersection Point of the Line $\mathbf { r } = \langle 1,0,2 \rangle + \langle 2 , - 2,1 \rangle t$

Short Answer

Find the intersection point of the line $\mathbf { r } = \langle 1,0,2 \rangle + \langle 2 , - 2,1 \rangle t$ and the plane 3x + 4y + 6z = 7.