prove (secA +tanA) (1-sinA) =cosA
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Answer:
(secA+tanA) (1-sinA)=cosA
=(1/cosA+sinA/cosA) (1-sinA)
=(1+sinA/cos A) (1-sinA)
=(1+sin A) (1-sin A)/cos A
=(1-sin ^2 A)/cosA
=cos^2A/cos A=cos A
Therefore,(sec A +tan A) (1-sin A)= cos A
Hence the anwer is cos A
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