Find the derivative of `(logx)^x+x^(logx)` w.r.t. `x`

Find the derivative of sin (logx) (x>0) w.r.t.x

Find the derivative of sin (logx) (x>0) w.r.t.x by Chain Rule

If f(x)=logx , then the derivative of f (logx)w.r.t.x is

Find derivative of cos(logx+e^x) , x >0 w.r.t. to x

Differentiate (logx)^x+x^logx w.r.t.x

What is the derivative of e^(3logx) w.r.t.x?

If f(x) = sin x , the derivative of f (log x) w.r.t.x is a)cosx b)f' (logx) c)cos (log x) d) (cos(logx))/(x)

Find the derivative of logx. e^x with respect to x