`(d(sinx))/dx`

d(x^sinx)/dx=

(d)/(dx)((sinx)/(1+cosx))=

Using the rule for differentiation for quotient of two functions, prove that d/(dx) ((sinx)/(cos x)) = sec^2 x

d/dx(9+sinx)

d/(dx)[(sinx)^(logx)]=

d/(dx){(sinx)^(logx)} is equal to..........

If (d)/(dx)((x)/(sinx))=

Differentiate (sinx)/(x) with respect to x.