I didn't crack the solution of this
$\int{\frac{e^{-λ/x}}{x}}dx$ $=I(say)$
I am using by parts and stuck at $2I=$$\int{\frac{e^{-λ/x}logx}{x}}dx$
I did not understand where do I go wrong? If not then how to proceed.
I didn't crack the solution of this
$\int{\frac{e^{-λ/x}}{x}}dx$ $=I(say)$
I am using by parts and stuck at $2I=$$\int{\frac{e^{-λ/x}logx}{x}}dx$
I did not understand where do I go wrong? If not then how to proceed.
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