72) (sinθ+ cscθ)/(sinθ- cscθ) = -2tan^2 θA) Identity B) Not an Identity

Name: 72) (sinθ+ cscθ)/(sinθ- cscθ) = -2tan^2 θA) Identity B) Not an Identity
Uploaded: 2020-04-05T13:25:58-08:00
Duration: 2 min 13 s
Channel: Joshua Eastwood
Description: 72) (sinθ+ cscθ)/(sinθ- cscθ) = -2tan^2 θA) Identity B) Not an Identity

This question asks us to basically simplify this expression down to either sine theta, cosine th

Question

72) \frac{\sin \theta + \csc \theta}{\sin \theta - \csc \theta} = -2\tan^2 \theta \newline A) Identity \newline B) Not an Identity

          72) \frac{\sin \theta + \csc \theta}{\sin \theta - \csc \theta} = -2\tan^2 \theta \newline A) Identity \newline B) Not an Identity

72) (sinθ+ cscθ)/(sinθ- cscθ) = -2tan^2 θA) Identity B) Not an Identity

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Precalculus with Limits

Ron Larson 2nd Edition

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(sin heta +csc heta )/(sin heta -csc heta )=-2tan^(2) heta A) Identity B) Not an Identity sin+csc 72) =-2tan20 sin -csc A) Identity B Not an Identity

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72) \frac{\sin \theta + \csc \theta}{\sin \theta - \csc \theta} = -2\tan^2 \theta \newline A) Identity \newline B) Not an Identity

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