3D Line Equations and Skew
Triangle Area Perpendiculars to Lines
Consider the lines L1 : x –1 = y–2 = z and L2 : x –2 = y = z – 1. Let the feet of the perpendiculars from the point P(5,1, –3) on the lines L1 and L2 be Q and R respectively. If the area of the triangle PQR is A, then 4A2 is equal to :