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use Logarthmic Differentiation to solve: y=(sin(3x))^ln(x)

Mathematics
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twig can u go back to my ? about jrotc
take natural log of both sides \[\ln(y)=\ln[(\sin(3x))^{\ln(x)}]\] using properties of log learned in algebra we can write \[\ln(y)=\ln(x) \ln(\sin(3x))\] now take derivative of both sides \[\frac{y'}{y}=[\ln(x)]'\ln(\sin(3x)]+[\ln(x)][\ln(\sin(3x)]'\]
let me know if you need help with the rest

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