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How do you integrate $ln (\frac{b}{x}) d x$ $ln(b/x)dx$ ?

1 Answer

Oct 25, 2016

Please see the explanation

Explanation:

$\int ln (\frac{b}{x}) d x =$ $intln(b/x)dx =$

$\int ln (b) - ln (x) d x =$ $intln(b) - ln(x)dx =$

$x ln (b) - x ln (x) + x + C$ $xln(b) - xln(x) + x + C$

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