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Prove the identity sec^2 θ csc^2θ = csc^2 θ + sec^2 θ
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\[ \sec^2 θ \csc^2θ= \frac 1 {\sin^2 x} \frac 1 {\cos^2 x} \]
\[ \csc^2 θ + \sec^2 θ=\frac 1 {\sin^2 x}+ \frac 1 {\cos^2 x}=\frac {\cos^2 x + sin^2x}{\sin^2(x) \cos^2 x}==\frac {1}{\sin^2(x) \cos^2 x} \]
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