  In this paper, we will obtain quantum work for a quantum scale five
dimensional Myers-Perry black hole. It will be observed that at such short
distances, the quantum work will be corrected by non-perturbative quantum
corrections. We will use the Jarzynski equality to obtain this quantum work
modified by non-perturbative corrections. These non-pertubative corrections
will modify the stability of a quantum Myers-Perry black hole. We will define a
quantum corrected information geometry by incorporating the non-perturbative
quantum corrections in the information geometry of a Myers-Perry black hole. We
will use several different quantum corrected effective information metrics to
analyze the stability of a quantum Myers-Perry black hole.
