  We study the charged and spin currents on a coordinate dependent
noncommutative space. Starting from the noncommutative extended relativistic
equation of motion, the non-relativistic approximation is obtained by using the
Foldy-Wouthuysen transformation, and then the charged and spin currents are
derived by using the extended Drude model. We find that the charged current is
twisted by modifying the off-diagonal elements of the Hall conductivity,
however, the spin current is not affected up to leading order of the
noncommutative parameter.
