Final answer:
The quadrant or quadrants for the angles satisfying the given conditions can be determined based on the signs of the cosine and sine functions.
Step-by-step explanation:
The quadrant or quadrants for the angles satisfying these conditions can be determined based on the signs of the cosine and sine functions. In the first quadrant (I), both cosine and sine are positive. In the second quadrant (II), cosine is negative and sine is positive. In the third quadrant (III), both cosine and sine are negative. And in the fourth quadrant (IV), cosine is positive and sine is negative.
For example, if an angle has a positive cosine value and a negative sine value, it would lie in the fourth quadrant (IV).