A small Consider a 2-level quantum system. Hamiltonian that describes it is given by perturbation is added in the form of H', a C b) (a) Find first-order and second-order correction to energy eigenvalues(b) Compare new energy eigenvalues with the exact eigenvalues for the perturbed system(c) Find the eigenstates of the perturbed system up to first order

(a) Find first-order and second-order correction to energy eigenvalues are solved in the attached picture below. same as (b) and (c)

(b) Compare new energy eigenvalues with the exact eigenvalues for the perturbed system

(c) Find the eigenstates of the perturbed system up to first order

The above was solved considering a 2-level quantum system.

Explanation:

momentum of soft ball three times less than baskey ball