Consider vectors C = 5a, 3a + 2a and D = 3a, - 2a0 – 4a in spherical coordinates. (a) Transform C and D to rectangular coordinates if they are located at (5,30°,60°). (b) obtain the addition, subtraction, dot product and cross product of C and D in spherical coordinates and rectangular coordinates.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter11: Topics From Analytic Geometry
Section11.5: Polar Coordinates
Problem 98E
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Consider vectors C = 5ar− 3a + 2a and D = 3a, – 2a0 – 4a in spherical coordinates. (a) Transform
C and D to rectangular coordinates if they are located at (5,30°,60°). (b) obtain the addition,
subtraction, dot product and cross product of C and D in spherical coordinates and rectangular
coordinates.
Transcribed Image Text:Consider vectors C = 5ar− 3a + 2a and D = 3a, – 2a0 – 4a in spherical coordinates. (a) Transform C and D to rectangular coordinates if they are located at (5,30°,60°). (b) obtain the addition, subtraction, dot product and cross product of C and D in spherical coordinates and rectangular coordinates.
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