  Given a graph $M,$ path eigenvalues are eigenvalues of its path matrix. The
path energy of a simple graph $M$ is equal to the sum of the absolute values of
the path eigenvalues of the graph $M$ (Shikare et. al, 2018). We have
discovered new upper constraints on path energy in this study, expressed in
terms of a graph's maximum degree. Additionally, a relationship between a
graph's energy and path energy is given.
