Set 7 Problem 1 Electric Potential of a Charged Plate The electric potential of a very large flat metal plate is Vo. It carries a uniform distribution of charge of surface density o. Determine the electric potential V at a distance x from the plate. Consider the point at x to be far from the edges, and assume that x is much smaller than the plate dimensions. Express your answer in terms of the given quantities and Go- V = V abc sin(x) Ox10 Submit Reset Reset All.First use Gauss' law to find the electric field E due to the charged plate, considered as an infinite plane. .Integrate the electric field to find the electric potential. Be careful about the sign of the potential. Should the electric potential increase or decrease as you move away from the charged plate? Evaluate numerically for Vo = 57 V, o = 0.48 uC/m , and x = 2.9 cm. 5 00 V = V abc sin(x Ox10 Submit Reset Reset All