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Trigonometry
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simplify tan^2 theta+1/tan^2 theta
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((tan^(2)(θ)+1)/(tan^(2)(θ)))=1+cot^(2)(θ)=csc^(2)(θ)
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\[(\tan^2 (\theta)+1)/\tan^2(\theta)=1+\cot^2(\theta)=\csc^2(\theta)\]
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