The electrostatic potential V (x, y) in free space in a region where the charge density p is zero, is given by V(x, y) = 4e2x +f(x) – 3y² Given that the x-component of the electric field, Ex and V are zero at the origin f(x)is
The electrostatic potential V (x, y) in free space in a region where the charge density p is zero, is given by V(x, y) = 4e2x +f(x) – 3y² Given that the x-component of the electric field, Ex and V are zero at the origin f(x)is
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![The electrostatic potential V (x, y) in free space in a region
where the charge density p is zero, is given by
V(x, y) = 4e2x + f(x) – 3y2
Given that the x-component of the electric field, Ex and V
are zero at the origin f(x)is
(a) 3x2 – 4e2x + 8x
b) Зx2 — 4е2х + 16х
(c) 4e2x – 8
(d) Зx2 — 4е 2х](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F2d617d22-b634-482e-afa6-6fd6423bc009%2F10b45e15-129a-49b0-8de5-e212e37fdc20%2Fdkxn7pc_processed.png&w=3840&q=75)
Transcribed Image Text:The electrostatic potential V (x, y) in free space in a region
where the charge density p is zero, is given by
V(x, y) = 4e2x + f(x) – 3y2
Given that the x-component of the electric field, Ex and V
are zero at the origin f(x)is
(a) 3x2 – 4e2x + 8x
b) Зx2 — 4е2х + 16х
(c) 4e2x – 8
(d) Зx2 — 4е 2х
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