Question: How do I prove that cot 2 (x) + sec 2 (x) = tan 2 (x)+ csc 2 (x) I'm stuck at [cos 4 (x)+sin

How do I prove that cot2(x) + sec2(x) = tan2(x)+ csc2(x)

I'm stuck at [cos4(x)+sin2(x) / cos2(x)sin2(x)] = [cos2(x)+sin2(x) / cos2(x)sin2(x)] although I'm not sure I even started it correctly. Please help!!

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