Question: (1, 2, 3) + t(-1, -1, -1) passes through... (0, 0, 0) (-1, -1, -1) (-1, -2, -3) (2, 3, 4) (3, 2, 1)04) Which

 (1, 2, 3) + t(-1, -1, -1) passes through... (0, 0,0) (-1, -1, -1) (-1, -2, -3) (2, 3, 4) (3, 2,1)04) Which line does NOT pass through (1, 2) and (-3, 4)?

* O (o,o)+t(1,2) O (1,2)+t(-4, 2) O (1,2)+t(-2,1) O (-3, 4)+t(4, 2)O (-3,4)+t(-2,1) 05) What is this? * 33390 19290 ZZO a bc O a line that passes through (a, b, c) O a

(1, 2, 3) + t(-1, -1, -1) passes through... (0, 0, 0) (-1, -1, -1) (-1, -2, -3) (2, 3, 4) (3, 2, 1)04) Which line does NOT pass through (1, 2) and (-3, 4)? * O (o,o)+t(1,2) O (1,2)+t(-4, 2) O (1,2)+t(-2,1) O (-3, 4)+t(4, 2) O (-3,4)+t(-2,1) 05) What is this? * 33390 19290 ZZO a b c O a line that passes through (a, b, c) O a line that passes through (x0, 3:0, 20) O a plane that contains the vector (a, b, c) O a plane that contains the vector (x0, 3:0, 20) 01) How to tell if two lines are parallel? * 0 they have the same directional vector and share a point 0 they have the same directional vector, but do not share points 0 they share a point but does not have the same directional vectors 0 they do not share points, and have different directional vectors

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