  In this note, we study Betti splittings of cover ideals of bipartite graphs.
We prove that if $J \subset \Bbbk [x_1,\dots,x_n]$ is the cover ideal of a
bipartite graph then the $x_i$-partition of $J$ is a Betti splitting for any
$i$. We also prove that multigraded Betti numbers of any squarefree monomial
ideal can appear in a certain part of multigraded Betti numbers of the cover
ideal of a bipartite graph.
