tanA/1-cotA + cotA/1-tanA = 1+secA cosecA
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Hope it helps
Step-by-step explanation:
tan a/(1-cot a) +cot a/(1-tan a)
=(sin a/,cos a) /(1-cos a/sin a) + (cos a/sin a) /(1-sin a/cos a)
=sin ^2 a/cosa(sina - cosa) +cos^2 a/sina (cosa-sina)
=sin^2a/cosa(sina-cosa) - cos^2a/sina (sina-cosa)
=(sin^3a-cos^3a)/sina.cosa(sina-cosa)
=(sina-cosa)(sin^2a+cos^2a+sinacosa)/sina.cosa(sina-cosa)
=(1+sinacosa)/sina.cosa
=(1/sinacosa)+1
=1+seca.coseca
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♡✧*。hope it's help you♡
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