An innitely long, cylindrical wire of thickness R = 1 cm is centered along the z^ axis and carries a uniform volumetric charge density 0.

An infinitely long, cylindrical wire of thickness R = 1 cm is centered along the z^ axisand carries a uniform volumetric charge density 0. As with a uniform, infinitesimallythin line charge along z^ , the electric field associatedwith this charge distribution is everywhere oriented radially (with no azimuthal or z^components), owing to the cylindrical symmetry of the charge distribution.Given that Er = 1/6(rho0)V/m at a distance r = 3 cm, use Gauss’ Law for E with a cylindrical surface of radius r = 3 cm and length L to determine the charge density rho0 of the wire.

An infinitely long, cylindrical wire of thickness R = 1 cm is centered along the z^ axisand carries a uniform volumetric charge density 0. As with a uniform, infinitesimallythin line charge...