Find the point of intersection of lines 1₁ and 1₂. 1₁:r₁ = (5 + 2t₁)i + (53 − 13t₁)j + 2t₁k 12:r2 = (3 + 2t₂)i + (11 − 2

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answerhappygod
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Find the point of intersection of lines 1₁ and 1₂. 1₁:r₁ = (5 + 2t₁)i + (53 − 13t₁)j + 2t₁k 12:r2 = (3 + 2t₂)i + (11 − 2

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Find The Point Of Intersection Of Lines 1 And 1 1 R 5 2t I 53 13t J 2t K 12 R2 3 2t I 11 2 1
Find The Point Of Intersection Of Lines 1 And 1 1 R 5 2t I 53 13t J 2t K 12 R2 3 2t I 11 2 1 (195.54 KiB) Viewed 49 times
Find the point of intersection of lines 1₁ and 1₂. 1₁:r₁ = (5 + 2t₁)i + (53 − 13t₁)j + 2t₁k 12:r2 = (3 + 2t₂)i + (11 − 2t₂)j + (13 - 1₂) k (Give your answer in the form (*, *, *). Express numbers in exact form. Use symbolic notation and fractions where needed.) (x, y, z) = Find the angle between 1₁ and 12. (Express numbers in exact form. Use symbolic notation and fractions where needed.) 0 = (13,1,8) 1
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