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$\int \large\frac{dx}{x (\log x -2)(\log x-3)}$$=1+c=>1=$

\[(a)\;\frac{1}{x} \log \bigg|\frac{\log x-3}{\log x-2}\bigg|\quad (b)\;\log \bigg|\frac{\log x-3}{\log x-2}\bigg|\quad (c)\;\log \bigg|\frac{\log x-2}{\log x-3}\bigg| \quad (d)\;\log |(\log x-3)(\log x-2)| \]

1 Answer

$(b)\;\log \bigg|\frac{\log x-3}{\log x-2}\bigg|$
answered Nov 7, 2013 by pady_1
 
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