Consider the line parametrized by r(t) = (3,–1,5) + t(8, 12, –6).Identify the parametrizations equivalent to r(t).ri (t) = (11, 11, –1) + t(8, 12, –6)r2(1) = (4,0, 6) + t(8, 12, –6)r3 (1) = (6, –2, 10) + t{8, 12, –6)r4(1) = (3, – 1,5) + t(-4, –6,3)r5 (t) = (8, 12, –6) + t(3, –1,5)r6(t) = (-1, –7,8) + t(4, 6, –3)IncorrectQuestion Source: Rogawski 4e

Answered: Image /qna-images/answer/f9cffd41-6f72-4650-8f5d-455e99c40187.jpg

Consider the line parametrized by r(t) = (3, –1,5) + t(8, 12, –6). Identify the parametrizations equivalent to r(t). ri (t) = (11, 11,–1) + t{8, 12, –6) r2(t) = (4,0, 6) + t(8, 12, –6) г3() %3D (6, — 2, 10) + 1(8, 12, —6) r4(t) = (3, –1,5) + t(-4, –6, 3) r5 (t) = (8, 12, –6) + t(3, –1,5) r6(t) = (-1,–7,8) + t(4, 6, –3) Incorrect Ouortic

Consider the line parametrized by r(t) = (3, –1,5) + t(8, 12, –6). Identify the parametrizations equivalent to r(t). ri (t) = (11, 11,–1) + t{8, 12, –6) r2(t) = (4,0, 6) + t(8, 12, –6) г3() %3D (6, — 2, 10) + 1(8, 12, —6) r4(t) = (3, –1,5) + t(-4, –6, 3) r5 (t) = (8, 12, –6) + t(3, –1,5) r6(t) = (-1,–7,8) + t(4, 6, –3) Incorrect Ouortic

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter11: Topics From Analytic Geometry

Section: Chapter Questions

Problem 18T

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