Question

Match the following angles to the quadrant or axis on which the terminal side of the angle lies. Quadrant II $ heta = 180^circ$ Quadrant I $ heta = 70^circ$ Quadrant III $ heta = 245^circ$ Quadrant III $ heta = 215^circ$ Quadrant IV $ heta = 320^circ$ Quadrant II $ heta = 160^circ$ Quadrant III $ heta = 195^circ$ Quadrant IV $ heta = 350^circ$ Quadrant I $ heta = 90^circ$ Quadrant I $ heta = 25^circ$ This discussion is closed.

          Match the following angles to the quadrant or axis on which the terminal side of the angle lies.
Quadrant II $	heta = 180^circ$
Quadrant I $	heta = 70^circ$
Quadrant III $	heta = 245^circ$
Quadrant III $	heta = 215^circ$
Quadrant IV $	heta = 320^circ$
Quadrant II $	heta = 160^circ$
Quadrant III $	heta = 195^circ$
Quadrant IV $	heta = 350^circ$
Quadrant I $	heta = 90^circ$
Quadrant I $	heta = 25^circ$
This discussion is closed.

Match the following angles to the quadrant or axis on which the terminal side of the angle lies.
Quadrant II heta = 180^circ
Quadrant I heta = 70^circ
Quadrant III heta = 245^circ
Quadrant III heta = 215^circ
Quadrant IV heta = 320^circ
Quadrant II heta = 160^circ
Quadrant III heta = 195^circ
Quadrant IV heta = 350^circ
Quadrant I heta = 90^circ
Quadrant I heta = 25^circ
This discussion is closed.

Added by Margaret M.

Precalculus with Limits

Ron Larson 2nd Edition

Instant Answer

Solved by Expert Allison Knapp

08/08/2022

Step 1

Step 1: Angle 0 = 180° lies on the x-axis in Quadrant II. Show more…

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Match the following angles to the quadrant or axis on which the terminal side of the angle lies Quadrant II 0 = 180 0 = 70" 0 = 245" 0 = 215" 0 = 320" 0 = 160" =195" 0 = 350 0 = 90" 25" Quadrant Quadrant Quadrant Quadrant IV Quadrant II Quadrant Quadrant IV Quadrant Quadrant This discussion is closed.