if sinA=3/4 then prove that sec^2A= 1+tan^2A/cosec^2A- cot^2A
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Step-by-step explanation:
sec²A= 1+tan²A/cosec²A-cot²A
as we know 1+tan²A=sec²A( from identity)-----(1)
and cosec²A-cot²A=1(from identity)----(2)
so , RHS=sec²A/1 = sec²A
hence LHS= RHS (proved)
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