Find a cartesian equation for the plane containing the point (3, 1, 5) and perpendicular to the line with
parametric form x = 5t + 1, y = 6t − 2, z = 8t, t 2 R.
Find a cartesian equation for the plane containing the point (3, 1, 5) and perpendicular to the line with
parametric form x = 5t + 1, y = 6t − 2, z = 8t, t 2 R.
The direction vector of the line is the normal vector of the plane:
Let A(3,1,5) denote a point located in the plane with it's stationary vector and the stationary vector of any point in the plane then the equation of the plane P is: