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Question Number 40231 by Raj Singh last updated on 17/Jul/18

Answered by tanmay.chaudhury50@gmail.com last updated on 17/Jul/18

((cosA−sinA+1)/(cosA+sinA−1))  a=sinA   b=cosA    a^2 +b^2 =1  (((b−a+1)(b+a+1))/((b+a−1)(b+a+1)))  =(((b+1)^2 −a^2 )/((b+a)^2 −1))  =((b^2 +2b+1−a^2 )/(b^2 +2ab+a^2 −1))  =((b^2 +2b+b^2 )/(2ab))  =((2b(b+1))/(2ab))  =((b+1)/a)=(b/a)+(1/a)=cotA+cosecA

cosAsinA+1cosA+sinA1a=sinAb=cosAa2+b2=1(ba+1)(b+a+1)(b+a1)(b+a+1)=(b+1)2a2(b+a)21=b2+2b+1a2b2+2ab+a21=b2+2b+b22ab=2b(b+1)2ab=b+1a=ba+1a=cotA+cosecA

Commented by Raj Singh last updated on 17/Jul/18

thank you

thankyou

Commented by tanmay.chaudhury50@gmail.com last updated on 17/Jul/18

its ok....

itsok....

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