determine the integral of function (ln(4x))^3 /x dx
Let us determine the integral
∫(ln(4x))3xdx=∫(ln(4x))3d(ln(4x))=(ln(4x))44+C.\int\frac{(\ln(4x))^3}{x} dx =\int(\ln(4x))^3 d(\ln(4x)) =\frac{(\ln(4x))^4}{4}+C.∫x(ln(4x))3dx=∫(ln(4x))3d(ln(4x))=4(ln(4x))4+C.
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