Use Gauss's Law and basic surface and volume integrals to determine the electric field of a cylindrical semiconductor (radius=2 m, length = 1 m. permittivity or epsilon = 3 epsilon free space ) that has a net charge of 20C. What is the electric field at all points in space caused by this charge distribution? 1.Inside the semi conductor. 2.Outside the semi-conductor in the r direction. 3.Outside the semi conductor in the l direction. 4.Outside the semiconductor in the Theta direction.

Use Gauss's Law and basic surface and volume integrals to determine the electric field of a cylindrical semiconductor (radius=2 m, length = 1 m. permittivity or epsilon = 3 epsilon free space ) that has a net charge of 20C. What is the electric field at all points in space caused by this charge distribution? 1.Inside the semi conductor. 2.Outside the semi-conductor in the r direction. 3.Outside the semi conductor in the l direction. 4.Outside the semiconductor in the Theta direction.