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limelouse103Lv1
6 Nov 2019
Find the intersection point(s) (if any) of the line r(t) = (0, -2, -1) + t(l, 1, 1) and the plane x + 2y - 4z = -3. Select one: (3, -8, 13) (3, 1, 2) All points on the line, r(t) = (0, -2, -1) + t(l, 1, 1), lie in the plane. The line does not intersect the plane - they are parallel. Show transcribed image text
Find the intersection point(s) (if any) of the line r(t) = (0, -2, -1) + t(l, 1, 1) and the plane x + 2y - 4z = -3. Select one: (3, -8, 13) (3, 1, 2) All points on the line, r(t) = (0, -2, -1) + t(l, 1, 1), lie in the plane. The line does not intersect the plane - they are parallel.
Show transcribed image text Irving HeathcoteLv2
26 Jun 2019