C Question 3 E4 2 pts '0 1 6) Details A person who designs hotdog factories has somehow constructed an infinitely long cylinder with a radius of 1.8 meters with a volume charge density of 5 nanocoulombs/mA3. In order to explore the electric field from this cylinder, the person images a cylindrical Gaussian surface of length=2 meters. Their first task is to think about the field inside of the charged cylinder, so they make the radius of their Gaussian surface 0.9 m. What is the effective surface area of this Gaussian surface? m"2 How much charge is contained inside this Gaussian surface? nC With the information above, what is the electric field at 0.9? N/C Of course, this person is also interested in the electric field outside of their charged cylinder. So they need to repeat some of the steps above. To think about the external field, they make the radius of their Gaussian surface 2.7 m. What is the effective surface area of this Gaussian surface? m\"2 How much charge is contained inside this Gaussian surface? nC With the information above, what is the electric field at 2.7? N/C