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1-log-x-1-log-x-2-dx-




Question Number 152160 by peter frank last updated on 26/Aug/21
∫[(1/(log x))−(1/((log x)^2 ))]dx
[1logx1(logx)2]dx
Answered by Olaf_Thorendsen last updated on 26/Aug/21
F(x) = ∫((1/(logx))−(1/(log^2 x)))dx  F(x) = ∫((logx−1)/(log^2 x))dx  F(x) = ∫(d/dx)((x/(logx)))dx  F(x) = (x/(logx))+C
F(x)=(1logx1log2x)dxF(x)=logx1log2xdxF(x)=ddx(xlogx)dxF(x)=xlogx+C
Commented by puissant last updated on 26/Aug/21
jolie !
jolie!
Commented by peter frank last updated on 26/Aug/21
thank you
thankyou

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