CalculusMedium ShareCalculus · Medium problemFind dydx\dfrac{dy}{dx}dxdy if y=xlnxy=x^{\ln x}y=xlnx.Axlnx⋅2lnxxx^{\ln x}\cdot\dfrac{2\ln x}{x}xlnx⋅x2lnxBxlnx⋅3lnxxx^{\ln x}\cdot\dfrac{3\ln x}{x}xlnx⋅x3lnxCxlnx⋅x2lnxx^{\ln x}\cdot\dfrac{x}{2\ln x}xlnx⋅2lnxxDxlnx⋅4lnxxx^{\ln x}\cdot\dfrac{4\ln x}{x}xlnx⋅x4lnxCheck Show answer Walk through it step by step Practice more like this