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Question Number 192289 by cortano12 last updated on 14/May/23

        ∫_(−e) ^e  ((sin x)/(sec^2 x+1)) dx =?

eesinxsec2x+1dx=?

Answered by mehdee42 last updated on 14/May/23

f(x)=((sinx)/(secx^2 x+1))⇒f(−x)=f(x)  ⇒∫_(−e) ^e   ((sinx)/(sec^2 x+1)) dx=0

f(x)=sinxsecx2x+1f(x)=f(x)eesinxsec2x+1dx=0

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