1. The problem statement, all variables and given/known data Find the shortest distance between the plane 2x−6y+4z=10 and the line passing through the points (0,-15,8) and (-6,-13,14). 3. The attempt at a solution So orthogonal vector to the plane is (2, -6, 4)T The parametric equation of the line is: L=(0,-15,8)+t(-3,1,3) And I don't know after that. I can find distance from a point to a plane, but not from a line. Any help will be appreciated.