1+Seca=x find the value of x
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1+sec^A= 1+1/cos^A
=cos^A+1/cos^A
=sin^2A/cis^A. [cos^+1=sin^A]
=tan^A. [ sin^A/cos^A=tan^A]
therefore X= Tan^A
=cos^A+1/cos^A
=sin^2A/cis^A. [cos^+1=sin^A]
=tan^A. [ sin^A/cos^A=tan^A]
therefore X= Tan^A
gaurav288:
Seca.tana(1-cosa)
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