Find the electric field of an infinite, flat sheet with charge distribution o = 17.7 x 10-12C/m by integrating the field produced and by using Gauss's law. Now that you found the electric field of this sheet, we produce a hole of radius 15 m on the sheet and we ask you to find the electric field of this new sheet 52.7 m away from the infinite sheet on the central axis of the hole.Two large, parallel, conducting plates are 14 cm apart and have charges of equal magnitude and opposite sign on their facing surfaces. An electrostatic force of 3.9 x 10" N acts on an electron placed anywhere between the two plates. (Neglect fringing.) (a) Find the electric field at the position of the electron. (b) What is the potential difference in volts between the plates?When an electron moves from A to B along an electric field line in the figure, the electric field does 5.40 x 10 17J of work on it. What are the electric potential differences (a)VB - VA. (b)Vc - VA, and (c)Vc - VB? Electric field line EquipotentialsConsider a point charge q = 1.2 UC, point A at distance d, = 2.6 m from q, and point B at distance dz = 1.5 m. (a) If A and Bare diametrically opposite each other, as in Figure (a), what is the electric potential difference VA - VB? (b) What is that electric potential difference if A and B are located as in Figure (b)? B A A (a) (b)