Given three points A(1, -2, 3) B(2, -4, 5) С(34, 5) 1. Find RAB, RAC and RBc. 2. Find the unit vectors of the vectors on #1. 3. Find the magnitude of the three vectors on #1. 4. Find the area of the triangle ABC. 5. Find the area of the parallelogram form by the Vectors RAB and RBc. АВ

Algebra and Trigonometry (MindTap Course List)
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ISBN:9781305071742
Author:James Stewart, Lothar Redlin, Saleem Watson
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Chapter9: Vectors In Two And Three Dimensions
Section9.CR: Chapter Review
Problem 8CC
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Given three points A(1, -2, 3) B(2, -4, 5)
C(3,4,-5)
1. Find RAB, RAC and RBc.
2. Find the unit vectors of the vectors on
#1.
3. Find the magnitude of the three vectors
on #1.
4. Find the area of the triangle ABC.
5. Find the area of the parallelogram form
by the Vectors RAB and RBc.
Transcribed Image Text:Given three points A(1, -2, 3) B(2, -4, 5) C(3,4,-5) 1. Find RAB, RAC and RBc. 2. Find the unit vectors of the vectors on #1. 3. Find the magnitude of the three vectors on #1. 4. Find the area of the triangle ABC. 5. Find the area of the parallelogram form by the Vectors RAB and RBc.
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