For 10.3, we would like to understand some basic idea of polar coordinate and polar equations:573) Plot the points with polar coordinates: (3, ), (– 4, –5), (– 2, 7), (5, –), (1, – 4).4rewrite each polar coordinate in another way, where r is the opposite of the original value and theta isbetween O and 2pi.For example: (3, ) = (- 3,0), 0<0 < 2m6.

Given, Polar coordinates: 3,π6-4,-π2-2,π5,-π31,-5π4 We know that, r,θ=r,θ+2πn=-r,θ+2n+1π

57 3) Plot the points with polar coordinates: (3, ), (– 4, –5), (– 2, 7), (5, –-), (1, –4). Then rewrite each polar coordinate in another way, where r is the opposite of the original value and theta is between O and 2pi. For example: (3, -) = (– 3, 0), 0<0 < 2m

57 3) Plot the points with polar coordinates: (3, ), (– 4, –5), (– 2, 7), (5, –-), (1, –4). Then rewrite each polar coordinate in another way, where r is the opposite of the original value and theta is between O and 2pi. For example: (3, -) = (– 3, 0), 0<0 < 2m

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

ChapterP: Preliminary Concepts

SectionP.CT: Test

Problem 1CT

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Question

For 10.3, we would like to understand some basic idea of polar coordinate and polar equations:
57
3) Plot the points with polar coordinates: (3, ), (– 4, –5), (– 2, 7), (5, –), (1, – 4).
4
rewrite each polar coordinate in another way, where r is the opposite of the original value and theta is
between O and 2pi.
For example: (3, ) = (- 3,0), 0<0 < 2m
6.

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