Given the composite function 15(3) 2 \\3/ m 5 . Identify the inner function g (:13), and the outer function f (39) such that h (m) = f (g (33)). Given the composite function h (3:) = cos (:34) . Identify the inner function g (at), and the outer function f (3:) such that h (3:) = f(g(:1:)). Given the composite function h (a ) = In (x2 + 1) . Identify the inner function g (a ), and the outer function f (a ) such that h (a) = f (g (a)). The outside function is f (x) = In (x2 + 1) and the inside function is g (a ) = ac2 + 1. The outside function is f (x) = In(x ) and the inside function is g (a ) = a2 + 1