  In this short paper we compute the various bipartite quantum correlations in
the presence of the $(4+n)$-dimensional Schwarzschild black hole. In
particular, we focus on the $n$-dependence of various bosonic bipartite
entanglements. For the case between Alice and Rob, where the former is free
falling observer and the latter is at the near-horizon region, the quantum
correlation is degraded compared to the case in the absence of the black hole.
The degradation rate increases with decreasing $n$. We also compute the
physically inaccessible correlations. It is found that there is no creation of
quantum correlation between Alice and AntiRob. For the case between Rob and
AntiRob the quantum entanglement is created although they are separated in the
causally disconnected regions. It is found that contrary to the physically
accessible correlation the entanglement between Rob and AntiRob decreases with
decreasing $n$.
