Which statement best describes the evolution of a quantum state according to Ehrenfest's theorem?

Ehrenfest's theorem says that the average position and momentum of a quantum particle follow the same equations of motion as a classical particle, but only for the mean values. The theorem links the time derivative of the expectation value of an observable to the expectation value of its commutator with the Hamiltonian. Thus, while the quantum state itself evolves according to Schrödinger’s equation, its statistical averages obey Newton’s laws. For example, an electron in a constant electric field will have its average position accelerate exactly like a classical charge, even though its wave function spreads out over time. This shows that quantum mechanics reproduces classical dynamics for expectation values.