1. The problem is to understand the function composition $gh(x)$, which means applying function $h$ first, then applying function $g$ to the result. 2. The formula for composition of functions is $gh(x) = g(h(x))$. 3. To find $gh(x)$, you need the explicit definitions of $g(x)$ and $h(x)$. 4. Once you have $h(x)$, substitute it into $g(x)$ wherever you see $x$. 5. Simplify the resulting expression to get the final form of $gh(x)$. Since the functions $g$ and $h$ are not provided, please provide their definitions to proceed with the calculation.