Solve d/dxleft((-3sin(log(x)divx)+4cos(log(x))divx)right)

$$\frac{d}{d x } \left((-3 \sin ( \log ( x ) \div x)+4 \cos ( \log ( x ) ) \div x ) \right)$$

Evaluate

$$\frac{3\log(x)\cos(\frac{\log(x)}{x})-3\log(e)\cos(\frac{\log(x)}{x})-4\log(e)\sin(\log(x))-4\cos(\log(x))}{x^{2}}$$

Differentiate w.r.t. x

$$\frac{-6\ln(10)x\ln(x)\cos(\frac{\log(x)}{x})+3\ln(x)^{2}\sin(\frac{\log(x)}{x})+9\ln(10)x\cos(\frac{\log(x)}{x})-6\ln(x)\sin(\frac{\log(x)}{x})+8\ln(10)^{2}x\cos(\log(x))+12\ln(10)x\sin(\log(x))-4x\cos(\log(x))+3\sin(\frac{\log(x)}{x})}{\ln(10)^{2}x^{4}}$$