\dfrac{d}{dx}\sqrt{\sin(x^2)} =

Question

Accepted Answer

\dfrac{x \cos(x^2)}{\sqrt{\sin(x^2)}}

Outer: \dfrac{1}{2\sqrt{\sin(x^2)}}. Middle: \cos(x^2). Inner: 2x. Product: \dfrac{2x\cos(x^2)}{2\sqrt{\sin(x^2)}} = \dfrac{x\cos(x^2)}{\sqrt{\sin(x^2)}}.

Answer

\dfrac{2x}{\cos(x^2)}

Answer

\dfrac{\sin(x^2)}{2x}

Answer

\dfrac{x \cos(x^2)}{\sqrt{\sin(x^2)}}

Answer

\dfrac{\cos(x^2)}{2\sqrt{\sin(x^2)}}

The Chain Rule

Related questions