Question

Differentiate the following with respect to x e^3x logx

Answer 1

Step-by-step explanation:

let f=e(x3) and g=logx

Derivatives are 

dxd(f)=dxd(e(x3))=3x2.e(x3)dxd(g)=dxd(logx)=x1

Derivative of 'f' w.r.t 'g' is 

dgdf=(dxdg)(dxdf)=(x1)3x2∗ex3=3x3ex3