  In this paper we discuss a Landau levels problem within the framework of
noncommutative configuration space and phase space. We show that the associated
energy levels are being shifted in terms of the noncommutative parameter and
can be directly obtained from its associated generalized Landau Hamiltonian. A
straight forward way of constructing the shifted energy levels is just via a
proper defined Bopp shift applied onto the spatial and momenta operators that
are used to describe the Landau levels in symmetric gauge potential.
