SOLUTION: Find two different co-terminal angles of (s+35)°, one positive and one negative. s is a positive angle in the second quadrant. Positive co-terminal angle: Negative coterminal

Algebra ->  Exponents -> SOLUTION: Find two different co-terminal angles of (s+35)°, one positive and one negative. s is a positive angle in the second quadrant. Positive co-terminal angle: Negative coterminal      Log On


   

Question 1171882: Find two different co-terminal angles of (s+35)°, one positive and one negative. s is a positive angle in the second quadrant.
Positive co-terminal angle:
Negative coterminal degree?
Answer by Edwin McCravy(20060) About Me  (Show Source):
You can put this solution on YOUR website!
Since s is positive, s+35° is positive, so you can get a positive co-terminal
angle by adding 360°, so s+35°+ 360° or s+395° is an answer to the first
question.

Unless you are given the value of s, there is no way to be sure that you have
subtracted 360° enough times to get a negative co-terminal angle.  For instance,
suppose s were equal to 100000000000000°.  Then s+35° would be  100000000000035°,
and you'd have to subtract 360° many, many times to get a negative coterminal
angle.  So there is no way to answer your second question, without knowing
anything about how large s is. 

Edwin