Let $\small{g(x) = \sqrt{x}}$. Find each of the following.

(a) $\;\;\small{g(3s+2)}$	=
(b) $\;\;\small{6 g(10x)}$	=
(c) $\;\;\large{\frac{1}{g(x)}}$	=
(d) $\;\;\small{g(\sqrt{x})}$	=
(e) $\;\;\small{(g(x))^2 - g(x^2)}$	=
(f) $\;\;\small{g}\large{\left(\frac{8}{\sqrt{x}}\right)}$	=
(g) $\;\;\small{g(\left(x-1\right)^{8})}$	=
(h) $\;\;\small{g(x+h)}$	=