i need the answer quickly For what value of m, the vector 4i + 2j – 3k and mi – j+ V3 khave same magnitude?Given the points A = (1, 2, – 1), B = (-3, 1, 2) and C = (0, –4, 3)(i) find AB, BC, ACQ.3Q.4(ii) Show that AB + BC = ACFind the lengths of the sides of a triangle, whose vertices areA = (2, 4, -1), B = (4, 5, 1), C = (3, 6, -3) and show that thetriangle is right angled.Q.5%3D

Answered: Image /qna-images/answer/2653305c-ed78-4cf2-8394-0bc5d831ce50.jpg

For what value of m, the vector 4i + 2j – 3k and mi - j+ 3k have same magnitude? Given the points A = (1, 2, – 1), B =(-3, 1, 2) and C = (0, -4, 3) (i) find AB, BC, AC Q.3 Q.4 (ii) Show that AB + BC = AC %3D Find the lengths of the sides of a triangle, whose vertices are A = (2, 4, -1), B = (4, 5, 1), C = (3, 6, -3) and show that the triangle is right angled. Q.5 %3D

For what value of m, the vector 4i + 2j – 3k and mi - j+ 3k have same magnitude? Given the points A = (1, 2, – 1), B =(-3, 1, 2) and C = (0, -4, 3) (i) find AB, BC, AC Q.3 Q.4 (ii) Show that AB + BC = AC %3D Find the lengths of the sides of a triangle, whose vertices are A = (2, 4, -1), B = (4, 5, 1), C = (3, 6, -3) and show that the triangle is right angled. Q.5 %3D

Trigonometry (MindTap Course List)

8th Edition

ISBN:9781305652224

Author:Charles P. McKeague, Mark D. Turner

Publisher:Charles P. McKeague, Mark D. Turner

Chapter2: Right Triangle Trigonometry

Section2.5: Vectors: A Geometric Approach

Problem 57PS

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