Temperature in a monatomic gas reflects the kinetic energy of individual atoms, but defining temperature for an atom based on its subatomic particles is problematic. Temperature is fundamentally a property of bulk matter on a macroscale, rooted in statistical mechanics, and cannot be applied to individual atoms. The energies of subatomic particles, such as nucleons and electrons, are governed by quantum mechanics, resulting in discrete energy levels rather than a continuous energy spectrum. This distinction contributes to the failure of the equipartition theorem at the atomic level. Overall, the concept of temperature does not extend to individual atoms due to these quantum mechanical constraints.