x = r _cos 0, y=r sin0 p? = x² + y³, tan 0 = P(x, y) se the first two conversion equations above to re-label the vertical and horizontal legs of this right triangle in terms of r and 0 only. Then explain or ow how the Pythagorean theorem still works in your newly re-labeled triangle.

Mathematics For Machine Technology
8th Edition
ISBN:9781337798310
Author:Peterson, John.
Publisher:Peterson, John.
Chapter78: Computing Angles Made By The Intersection Of Two Angular Surfaces
Section: Chapter Questions
Problem 18A
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the DQ Instructions.
The conversion equations between rectangular and polar coordinates are as follows
the text):
evare alce fous d
x = r cos 0,
y = r sin 0
p? = x² + y? , tan0 = -
P(x, y)
(r. 6)
Use the first two conversion equations above to re-label the vertical and horizontal legs of this right triangle in terms of r and 6 only. Then explain or
show how the Pythagorean theorem still works in your newly re-labeled triangle.
Transcribed Image Text:the DQ Instructions. The conversion equations between rectangular and polar coordinates are as follows the text): evare alce fous d x = r cos 0, y = r sin 0 p? = x² + y? , tan0 = - P(x, y) (r. 6) Use the first two conversion equations above to re-label the vertical and horizontal legs of this right triangle in terms of r and 6 only. Then explain or show how the Pythagorean theorem still works in your newly re-labeled triangle.
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