TWO spherical charged surfaces the at the center of a Gaussian surface in the shape of a dodecahedron. The inner sphere has charge +20 mC and radius 10 cm. The outer sphere has a charge -43 mC and radius 30 cm. The dodecahedron surface may be inscribed within a sphere of radius 100 cm. a. Draw a physics diagram of the problem. For the dodecahedron, you may just draw the sphere that inscribes it. b. Compute the electric flux through one face of the dodecahedron.

TWO spherical charged surfaces the at the center of a Gaussian surface in the shape of a dodecahedron. The inner sphere has charge +20 mC and radius 10 cm. The outer sphere has a charge -43 mC and radius 30 cm. The dodecahedron surface may be inscribed within a sphere of radius 100 cm. a. Draw a physics diagram of the problem. For the dodecahedron, you may just draw the sphere that inscribes it. b. Compute the electric flux through one face of the dodecahedron.