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Rare decays $h\to Z V$ with $V$ denoting the narrow $c\bar{c}$ or $b\bar{b}$resonances, such as $J/\Psi$ or $\Upsilon$ states, have been analyzed. Withinthe standard model, these channels may proceed through the tree-leveltransition $h\to ZZ^*$ with the virtual $Z^*\to V$, and also loop-inducedprocess $h\to Z\gamma^*$, followed by $\gamma^*\to V$. Our analysis shows that,for the bottomonium final states, the decay rate of $h\to Z \Upsilon$ from theloop-induced process is small and the former transition gives the dominantcontribution; while, for the charmonium final states, $\Gamma(h\to Z J/\Psi)$and $\Gamma(h\to Z\Psi(2S))$ induced by $h\to Z\gamma^* \to Z V$ could becomparable to the contribution given by the tree-level $h\to ZZ^*\to Z V$transition.

A note on Higgs decays into $Z$ boson and $J/\Psi (\Upsilon)$