Asia Pacific Journal of Mathematics, cilt.9, sa.2, ss.1-13, 2022 (Scopus)
In this paper, the polar moments of inertia for the trajectories of the points have been
obtained during the one parameter planar homothetic motions in the generalized complex plane
Cp. Then, Holditch-type theorem that express the relationship among the polar moments of
inertia of points has been given for homothetic motion in Cp. Moreover, the some geometric
interpretations of the polar moment of inertia in physics have been expressed. So, this study is
thought to be an interdisciplinary study that establishes a link between geometry and physics.