sec a-tan a/sec a+tan a=1+2tansq a -2sec atan a
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LHS:-
=>secA-tanA/secA+tanA
Rationalising the Fraction
=>(secA-tanA/secA+tanA)×(secA-tanA/secA-tanA)
=>(secA-tanA)^2/sec^2A-tan^2A
=>sec^2A+tan^2A+2tanAsecA/sec^2A-tan^2A
=>1+tan^2A+tan^2A+2tanAsecA/1+tan^2A-tan^2A
=>1+2tan^2A+2tanAsecA
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