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Problem 2 For the 3d object shown to the right, complete the following: a) Determine the position vector from A to B in Cartesian notation. b) Determine the position vector from A to C in Cartesian notation. c) Determine the angle (0) between line segments AB and AC. d) Determine the unit vector in the direction of line segment AC. e) Determine how much (i.e. what length) of line segment AB is parallel 1 m z I m' 5 m -3 m- B 4 m 3 m y

Problem 2 For the 3d object shown to the right, complete the following: a) Determine the position vector from A to B in Cartesian notation. b) Determine the position vector from A to C in Cartesian notation. c) Determine the angle (0) between line segments AB and AC. d) Determine the unit vector in the direction of line segment AC. e) Determine how much (i.e. what length) of line segment AB is parallel 1 m z I m' 5 m -3 m- B 4 m 3 m y

Trigonometry (MindTap Course List)
Trigonometry (MindTap Course List)
8th Edition
ISBN:9781305652224
Author:Charles P. McKeague, Mark D. Turner
Publisher:Charles P. McKeague, Mark D. Turner
Chapter7: Triangles
Section7.5: Vectors: An Algebraic Approach Learning
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Problem 2 For the 3d object shown to the right, complete the following: a) Determine the position vector from A to B in Cartesian notation. b) Determine the position vector from A to C in Cartesian notation. c) Determine the angle (0) between line segments AB and AC. d) Determine the unit vector in the direction of line segment AC. e) Determine how much (i.e. what length) of line segment AB is parallel to line segment AC. 1 m Z 1 m 5 m -3 m B 4 m 3 m
Transcribed Image Text:Problem 2 For the 3d object shown to the right, complete the following: a) Determine the position vector from A to B in Cartesian notation. b) Determine the position vector from A to C in Cartesian notation. c) Determine the angle (0) between line segments AB and AC. d) Determine the unit vector in the direction of line segment AC. e) Determine how much (i.e. what length) of line segment AB is parallel to line segment AC. 1 m Z 1 m 5 m -3 m B 4 m 3 m
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