The equations of the plane π, and the lines L1 and l2 are given by π: tx-2y+z=13 L1: r = (2i + j + 3k) + λ [2t i + (t² – 1) j – 2k] L2: x – 4 = y, z = 5 where t and λ are real constants. (a) Given that the shortest […]

The equations of the plane π, and the lines L1 and l2 are given by π: tx-2y+z=13 L1: r = (2i + j + 3k) + λ [2t i + (t² – 1) j – 2k] L2: x – 4 = y, z = 5 where t and λ are real constants. (a) Given that the shortest […]