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Let $G$ be a finite group, the enhanced power graph of $G$, denoted by$\Gamma_G^e$, is the graph with vertex set $G$ and two vertices $x,y$ are edgeconnected in $\Gamma_{G}^e$ if there exist $z\in G$ such that $x,y\in\langlez\rangle$. Let $\zeta$ be a edge-coloring of $\Gamma_G^e$. In this article, wecalculate the rainbow connection number of the enhanced power graph$\Gamma_G^e$.

The rainbow connection number of enhanced power graph