  In this work, we perform a holographic analysis to study non local
observables associated to a uniformly \textit{boosted} strongly coupled large
$N$ thermal plasma in $d$-dimensions. In order to accomplish the holographic
analysis, the appropriate dual bulk theory turns out to be $d+1$ dimensional
\textit{boosted} AdS-Schwarzschild blackhole background. In particular, we
compute entanglement entropy of the boosted plasma at high temperature living
inside a strip geometry with entangling width $l$ in the boundary at a
particular instant of time. We also study the two-point correlators in the
boundary by following geodesic approximation method. For analyzing the effect
of boosting on the thermal plasma and correspondingly on both non local
observables, we keep the alignment of the width of region of interest both
parallel and perpendicular to the direction of the boost. We find our results
significantly modified compared to those in un-boosted plasma up to the
quadratic order of the boost velocity $v$. More interestingly, the relative
orientation of the boost and the entangling width plays a crucial role to
quantify the holographic entanglement entropy in the boundary theory. The
breaking of rotational symmetry in the boundary theory due to the boosting of
the plasma along a specific flat direction causes this interesting feature.
