We bring in the techniques of the moment angle complex of a simplicial complex, the independence complexes of a graph and the notion of total dominating sets of a graph to bear on the question of the cohomology of the Vietoris-Rips complexes $VR(Q_{n}; r)$ of an $n$-hypercube graph. We obtain bounds for the connectivity and co-connectivity of $VR(Q_{n}; r)$ for an arbitrary $n$-dimension hypercube and at all scale parameters $r$. This joint work with Jelena Grbic.