Question

Find differential of y = log ( sin*e^x )

Answer 1

Answer:

Cot = x

Step-by-step explanation:

Given that y = log(sin x), we need to find the value of dy/dx,

We know that the derivative of log(x) w.r.t x is 1/x

dy/dx=d/dx(log(sin x)) 1/sin x × d/dx(Sin x)= 1/Sin x= 1/Sin x × Cos x = Cot x

Hence, dy/dx = cot x