If $f\left(x\right)=\sqrt{x},g\left(x\right)=e^x-1$ and $h\left(x\right)={\tan }^{-1}x$ 

then the anti derivative of $(f o g) \left(x\right)$ is 

• A

  $2\left[\right(g\circ f\left)\right(x)-(g\circ f\circ h\left)\right(x\left)\right]+C$

• B

  $2\left[\right(f\circ g\left)\right(x)-(f\circ g\circ h\left)\right(x\left)\right]+C$

• C

  $(f\circ g)\left(x\right)+(f\circ g\circ h)\left(x\right)+C$

• D

  $2\left[\right(f\circ g\left)\right(x)-(h\circ f\circ g\left)\right(x\left)\right]+C$