Practice problem
Find the derivative of y=xxy=x^xy=xx
y′=xx(lnxx)y'=x^x\left(\frac{\ln x}{x}\right)y′=xx(xlnx)
y′=xx(lnx+1x)y'=x^x\left(\ln x+\frac1x\right)y′=xx(lnx+x1)
y′=xx(lnx+x)y'=x^x(\ln x+x)y′=xx(lnx+x)
y′=xx(lnx+1)y'=x^x(\ln x+1)y′=xx(lnx+1)
Type a concept, like “slope” or “photosynthesis”.
