1. The problem statement, all variables and given/known data L1 : x = (0, 1, 2) + s(1, 0, 2) L2 : x = (4, 2, c) + t(−2, 0, d) If c = 5 & d = 0, find the point P on L1 and Q on L2 so that the distance between P & Q is the smallest possible. 2. Relevant equations the point of intersection? 3. The attempt at a solution well the lines aren't parallel or identical in this case so they must intersect at some point.