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Question If $\cot(\theta) > 0$, then in which quadrants could $\theta$ lie? Select all correct answers. 

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If $\cot(\theta) > 0$, then in which quadrants could $\theta$ lie? Select all correct answers.
Question If cot(θ) > 0, then in which quadrants could θ lie? Select all correct answers.

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Precalculus with Limits
Precalculus with Limits
Ron Larson 2nd Edition
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Question If cot( heta )>0, then in which quadrants could heta lie? Select all correct answers. Question If cot>0then in which quadrants could lie?Select all correct answers.
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Transcript

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00:02 Okay, we know that the tangent of theta is greater than zero, and we want to figure out which quadrant our angle theta is in.
00:16 So the formula for tangent is y over x.
00:28 So in order for that to be positive, it could happen in two ways.
00:32 We could have a positive divided by a positive, because a positive divided by a positive is a positive.
00:46 Or we could have a negative divided by a negative, because negative divided by a negative is negative...
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