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Simplify √tan^2θ+1/cot^2θ+1 = ???? 1 cotθ secθ tanθ
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@eliassaab help? ):
unclear problem, need ( ) , please , make it clearer.
\[ \sqrt {\frac{1+\tan^2(\theta)}{1+\cot^2(\theta)} }= \sqrt{\frac{\sec^2(\theta)} {\csc^2(\theta)}}=\frac{\sec(\theta)} {\csc(\theta)} \] Can you finish it now?
\[ \frac{\sec(\theta)} {\csc(\theta)}=\frac 1 {\cos(\theta)} \frac{\sin(\theta)}{1}=\tan(\theta) \]
It is the last choice
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