Question

(a) Convert the following polar coordinates $(r, \theta)_P$ to Cartesian coordinates $(x, y)_C$. Give exact answers (no decimals). (i) $(2, \frac{\pi}{6})_P$ (ii) $(0, -\pi)_P$ (iii) $(-1, \frac{\pi}{4})_P$

Name: a convert the following polar coordinates r thetap to cartesian coordinates x yc give exact answers no decimals i 2 fracpi6p ii 0 pip iii 1 fracpi4p 78686
Uploaded: 2022-01-12T11:50:08-08:00
Duration: 1 min 32 s
Channel: Adriano Chikande
Description: a convert the following polar coordinates r thetap to cartesian coordinates x yc give exact answers no decimals i 2 fracpi6p ii 0 pip iii 1 fracpi4p 78686

          (a) Convert the following polar coordinates $(r, \theta)_P$ to Cartesian coordinates $(x, y)_C$. Give exact answers (no decimals).
(i) $(2, \frac{\pi}{6})_P$
(ii) $(0, -\pi)_P$
(iii) $(-1, \frac{\pi}{4})_P$

$a convert the following polar coordinates r thetap to cartesian coordinates x yc give exact answers no decimals i 2 fracpi6p ii 0 pip iii 1 fracpi4p 78686$

Added by Ismael P.

Precalculus with Limits

Ron Larson 2nd Edition

Instant Answer

Solved by Expert Adriano Chikande

01/12/2022

Step 1

Step 1: The conversion from polar coordinates $(r, \theta)_P$ to Cartesian coordinates $(x, y)_C$ is given by: $x = r \cos \theta$ $y = r \sin \theta$ Show more…

Show all steps

Thanks for your feedback!

(a) Convert the following polar coordinates $(r, \theta)_P$ to Cartesian coordinates $(x, y)_C$. Give exact answers (no decimals). (i) $(2, \frac{\pi}{6})_P$ (ii) $(0, -\pi)_P$ (iii) $(-1, \frac{\pi}{4})_P$