Answer:
co-terminal angle is 282
angle must lie on fourth quadrant
Explanation:
we are given
angle as

Since, we have to find co-terminal angle
and one complete rotation is 360
so, we will keep adding 360 till we get angle between 0 and 360


we will add 360 again


Since, it is negative
so, we will add 360 again


so, co-terminal angle is 282
we can see that
this angle is greater than 270
so, angle must lie on fourth quadrant