Consider the following three straight lines. D: (x, y, z) = (2,4,-1) + s(2,-1,3) (x =...

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Consider the following three straight lines. D₁: (x, y, z) = (2,4,-1) + s(2,-1,3) (x = -1 + 2k D₂: y = 1+ 3k z = -6 + 4k D3: (x, y, z)= (-7,8,-14) +t(-4,2, -6) Using these lines, form: • a pair of parallel lines; • a pair of secant lines (indicate the point of intersection); • a couple of straight lefts. Justify your answers. Consider the following three straight lines. D₁: (x, y, z) = (2,4,-1) + s(2,-1,3) (x = -1 + 2k D₂: y = 1+ 3k z = -6 + 4k D3: (x, y, z)= (-7,8,-14) +t(-4,2, -6) Using these lines, form: • a pair of parallel lines; • a pair of secant lines (indicate the point of intersection); • a couple of straight lefts. Justify your answers. Consider the following three straight lines. D₁: (x, y, z) = (2,4,-1) + s(2,-1,3) (x = -1 + 2k D₂: y = 1+ 3k z = -6 + 4k D3: (x, y, z)= (-7,8,-14) +t(-4,2, -6) Using these lines, form: • a pair of parallel lines; • a pair of secant lines (indicate the point of intersection); • a couple of straight lefts. Justify your answers. Consider the following three straight lines. D₁: (x, y, z) = (2,4,-1) + s(2,-1,3) (x = -1 + 2k D₂: y = 1+ 3k z = -6 + 4k D3: (x, y, z)= (-7,8,-14) +t(-4,2, -6) Using these lines, form: • a pair of parallel lines; • a pair of secant lines (indicate the point of intersection); • a couple of straight lefts. Justify your answers.

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ANSWER Pair of ... View the full answer