sec^2 0-1/cosec^2 0-1 evaluate
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(sec^2 theta-1)(1-cosec^2theta)=tan^2 theta×(-cot^2 theta) {since sec^2 theta-1=tan^2 theta and 1-cosec^2 theta= -cot^2 theta} =tan^2 theta×(-1)/tan^2 theta= - 1
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Answer:
(sec^2 theta-1)(1-cosec^2theta)=tan^2 theta×(-cot^2 theta) {since sec^2 theta-1=tan^2 theta and 1-cosec^2 theta= -cot^2 theta} =tan^2 theta×(-1)/tan^2 theta= - 1
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