The reference angle of 233 degrees is Preview degrees The r
Solution
For degree\'s:
(0- 90 degrees) Quadrant 1 use: the degree given
(91-180 degrees) Quadrant 2 use: 180 - the degree given
(181-270 degrees) Quadrant 3 use: the degree given - 180
271-369 degrees) Quadrant 4 use: 360 - the degree given.
Always make sure your degree is between 0-360 degrees
If its not between 0-360: add 360 (if it is a negative degree) or subtract 360 (if the degree is larger than 360)
Since you have 233 its okay, & it is in Quadrant 3, so...
233 - 180 = 53
So the reference angle is 53 degrees!
same as above
360 - 323 = 37
So the reference angle is 37 degrees!
Add 360° to 157°.
Ac=157°+360°=203
The resulting angle of 203° is positive and coterminal with 157
Ac=203°
Since the angle 203° is in the third quadrant, the reference angle formula is Ar=Ac - 180°
Ar=203° - 180
The reference angle is Ar=53°
![The reference angle of 233 degrees is [] Preview degrees. The reference angle of 323 degrees is [] Preview degrees. The reference angle of -157 degrees is [] P The reference angle of 233 degrees is [] Preview degrees. The reference angle of 323 degrees is [] Preview degrees. The reference angle of -157 degrees is [] P](/WebImages/45/the-reference-angle-of-233-degrees-is-preview-degrees-the-r-1142140-1761612840-0.webp)