There are two quadrants where the cosine function is positive: the first quadrant, where all of the trig functions are positive, and the fourth quadrant. In the fourth quadrant, the sine function is negative. Since the cotangent is the cosine divided by the sine, we know that in the fourth quadrant we will be dividing a positive quantity by a negative quantity, which yields a negative result. Consequently, the correct choice is D.
Chelsea H.
asked 01/19/17identify the quadrant in which angle Θ lies given cos > 0 and cot < 0
answer choices:
A quadrant 1
B quadrant 2
C quadrant 3
D quadrant 4
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