Let a rectangular a'y'z'-coordinate system be obtained by rotating a rectangular xyz-coordinate system counterclockwise about the z-axis (looking down the positive z-axis) through the angle 0 . Find the 4 %3D x'y'z'-coordinates of the point whose xyz-coordinates are (0,3,0). = Z || ||

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Let a rectangular a'y'z'-coordinate system be obtained by rotating
a rectangular xyz-coordinate system counterclockwise about the z-axis
(looking down the positive z-axis) through the angle 0
Find the
4
x'y'z'-coordinates of the point whose xyz-coordinates are (0, 3, 0).
= Z
||
||
Transcribed Image Text:Let a rectangular a'y'z'-coordinate system be obtained by rotating a rectangular xyz-coordinate system counterclockwise about the z-axis (looking down the positive z-axis) through the angle 0 Find the 4 x'y'z'-coordinates of the point whose xyz-coordinates are (0, 3, 0). = Z || ||
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