Question

What is the derivative of `y=arcsin(3x+5)`?

Answer 1

It is `dy/dx=(3/sqrt(1-(3x+5^2)))`

Explanation:

The derivative of `y=arcsing(x)` is

`dy/dx=(g'(x))/sqrt(1-g^2(x))` where g(x)=3x+5

hence we have that

`dy/dx=(3/sqrt(1-(3x+5^2)))`