Bentuk \(f(x)^{h(x)} = g(x)^{h(x)}\)
Solusi 1
\begin{equation*} \begin{split} f(x)^{h(x)} & = g(x)^{h(x)}\\\\ f(x)^{\cancel{h(x)}} & = g(x)^{\cancel{h(x)}}\\\\ f(x) & = g(x) \end{split} \end{equation*}
Solusi 2
\(h(x) = 0 \)
Dengan syarat nilai \(f(x) \neq 0\) dan \(g(x) \neq 0\)