Find the implicit form for the plane that contains the origin and the line:
L(t) = <1+t,1-t,2t>
3. The attempt at a solution'
So, the point P = (1,1,0) and vector v= <1,-1,2>.
For this problem, I am guessing I need to find a normal vector and use the point (1,1,0) to find the implicit equation, but how am I supposed to find another vector other than <1,-1,2> to get the normal vector?