1. The problem statement, all variables and given/known data a) 21.4-nC of charge is placed on a 4.8-m long steel tube with a d = 5.9-cm diameter. What is the magnitude of the electric field as a radial distance of r = d / 3? b) What is the magnitude of the electric field as a radial distance of r = 20 d? I was able to determine the answer to b) using Gauss's law however I don't know how to determine the answer to a) as the gaussian surface cylinder appears to be smaller than rod it is meant to surround. 2. Relevant equations Φnet=∫ E.dA ξ0Φ=q(enclosed) ξ0 is meant to mean epsilon nought 3. The attempt at a solution For part b): Surround the rod with a gaussian cylinder of length (l) 6.3 metres and radius (r) 20*0.059 Flux on end caps are zero so: Φnet=∫ E.dA =E*2*Pi*r*l ξ0Φ=q(enclosed) Rearrange for E=q/(2Pi*r*lξ0) This gives me the E for part b) For part a I tried the same method but with radius=1/3*0.059 Is this correct? I also considered the fact that since the Gaussian Field is smaller than the charged object the Electric field would equal zero as all the charge is on the surface of the object. What am I missing?