prove that tan²θ + cot²θ + 2 = sec²θ cosec²θ
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sonal74:
nice answer
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from (secsquare theeta )(cosecsquare theeta) =(1+tansquare theeta)(1+cotsquare theeta)=1+cotsquare theeta+tansquare theeta+tansquaretheeta*cotsquare theeta=cotsquare theeta+tansquare theeta+2(since secsquare theeta- tansquare theeta=1 and cosecsquare theeta- cotsquare theeta=1and cotsquare theeta*tansquare theeta=1)
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