A current $I$ flows down a wire of radius $a$.
If it is uniformly distributed over the surface, give a formula for the surface current density $\Vec K$.
If it is distributed in such a way that the volume current density, $|\Vec J|$, is inversely proportional to the distance from the axis, give a formula for $\Vec J$.
For the surface current you found in Problem 1.a, find the magnetic vector potential at a distance $r$ from the center of the wire with length of $2L$.