Given an electric potential of 1 q V= 4 πεο Γ find its corresponding electric field vector. Sol. Using the concept of potential gradient, we have È = - V Since we only have, radial direction (r). Then, the del-operator will be V =î- dr By substitution, we get ar Evaluating the differential, we, get the following 1 *(q/ 4πεο

Given an electric potential of 1 q V= 4 πεο Γ find its corresponding electric field vector. Sol. Using the concept of potential gradient, we have È = - V Since we only have, radial direction (r). Then, the del-operator will be V =î- dr By substitution, we get ar Evaluating the differential, we, get the following 1 *(q/ 4πεο

University Physics Volume 2

18th Edition

ISBN:9781938168161

Author:OpenStax

Publisher:OpenStax

Chapter5: Electric Charges And Fields

Section: Chapter Questions

Problem 76P: Two point charges, q1=2.0107C and q2=6.0108C , are held 25.0 cm apart. (a) What is the electric...

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QUESTION 6 Given an electric potential of 1 q V= 4 πεο Γ find its corresponding electric field vector. Sol. Using the concept of potential gradient, we have È = - V Since we only have, radial direction (r). Then, the del-operator will be By substitution, we get È = - ? ar Evaluating the differential, we, get the following 1 È = *(q/ 4πεο
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