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Suppose you are standing at a point on the equator of a sphere. parameterized by spherical coordinates 0. and 6. Let "north" point to the top of the sphere and "west" and "east" similarly be chosen as if the sphere were a globe. What can you say about your initial o coordinate? 0 => Let your initial coordinate be a. If you go east one quarter of the way around the equator and halfway up toward the north pole along a longitude, what are your new 0 and o coordinates? 0 9

Suppose you are standing at a point on the equator of a sphere. parameterized by spherical coordinates 0. and 6. Let "north" point to the top of the sphere and "west" and "east" similarly be chosen as if the sphere were a globe. What can you say about your initial o coordinate? 0 => Let your initial coordinate be a. If you go east one quarter of the way around the equator and halfway up toward the north pole along a longitude, what are your new 0 and o coordinates? 0 9

Mathematics For Machine Technology
Mathematics For Machine Technology
8th Edition
ISBN:9781337798310
Author:Peterson, John.
Publisher:Peterson, John.
Chapter81: Introduction To Computer Numerical Control (cnc)
Section: Chapter Questions
Problem 13A
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Suppose you are standing at a point on the equator of a sphere. parameterized by spherical coordinates 0. and o. Let "north" point to the top of the sphere and "west" and "east" similarly be chosen as if the sphere were a globe. What can you say about your initial coordinate? σ0=> a. If you go east one quarter of the way Let your initial coordinate be around the equator and halfway up toward the north pole along a longitude, what are your new 0 and o coordinates? 0 =
Transcribed Image Text:Suppose you are standing at a point on the equator of a sphere. parameterized by spherical coordinates 0. and o. Let "north" point to the top of the sphere and "west" and "east" similarly be chosen as if the sphere were a globe. What can you say about your initial coordinate? σ0=> a. If you go east one quarter of the way Let your initial coordinate be around the equator and halfway up toward the north pole along a longitude, what are your new 0 and o coordinates? 0 =
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