1) Input three vectors in Cartesian coordinates ,(A,B,C), and find! a) D such that D=2A -B+4C b) Direction of D c) Length and unit vector in the direction of A d) Dx C e) AxD

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter8: Applications Of Trigonometry
Section: Chapter Questions
Problem 4DE
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Discussion:
1) Input three vectors in Cartesian coordinates ,(A,B,C), and find:
a) D such that D=2A - B + 4C
b) Direction of D
c) Length and unit vector in the direction of A
d) Dx C
e) AxD
2) Transform the point (3,4,-1) into cylindrical and spherical coordinates,
3) Draw the following vectors:
A = 2 ax - 4 ay + 10 az
B = 3 ax + ay- az
C = A - B
D= A +2B
4) Draw the vector from(40°,2,1) to (90°, 35°,3)
5) Transform the spherical point (n/4, 3n/2, 2) into Cartesian coordinates.
Transcribed Image Text:Discussion: 1) Input three vectors in Cartesian coordinates ,(A,B,C), and find: a) D such that D=2A - B + 4C b) Direction of D c) Length and unit vector in the direction of A d) Dx C e) AxD 2) Transform the point (3,4,-1) into cylindrical and spherical coordinates, 3) Draw the following vectors: A = 2 ax - 4 ay + 10 az B = 3 ax + ay- az C = A - B D= A +2B 4) Draw the vector from(40°,2,1) to (90°, 35°,3) 5) Transform the spherical point (n/4, 3n/2, 2) into Cartesian coordinates.
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