Name an angle that is coterminal to 23˚ and what quadrant would that angle lie in?
Coterminal angles are angles which, drawn in standard position, share a terminal side.
To find a coterminal angle measurement, simply add 360 degrees or subtract 360 degrees.
Any angle that is coterminal will lie in the same quadrant as the original angle measure.
Coterminal angles would be: 360 + 23 = 383, 383 + 360 = 743, 23 - 360 = -337, etc.
The solution for a coterminal angle of `23` degrees is `383` degrees , and lies in quadrant I.