Question 1002716
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hello, if I could have help with a problem.
I was a bit confused on this one.
question: find exact values of 6 trig function of angle 1575 degrees
so what I have done so far was I subtracted 1575 - 360 till I got a number in the unit circle. 
now when I did this I got 165.
Thank you
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        The response in the post by @lwsshak3 is incorrect.

        See my correct solution below.



find exact values of 6 trig function of angle 1575 degrees
Subtract 360 deg from 1575 deg as many times as needed until you get a value  between 0 and 360 degrees


1575-360 = 1215


1215-360 =  855


855-360 = 495


495-360 = 135 deg


This is a reference angle of 45 deg in quadrant II in which sin > 0, cos < 0, tan < 0.


exact values of 6 trig function of angle 1575 degrees are


sin(135) = √2/2

cos(135) = -√2/2

tan(135) = -1

cotan (135) = -1

csc(135) = √2

sec(135) = -√2


Solved correctly and explained in a right way.