Question 27Which of the following cases has the greatest electric flux?a flat square surface with vector area(3.0 m2) î in a uniform electric field E = (2.0 N/C) î%3Da flat oval surface with vector area A =(2.0 m2) î – (3.0 m²) 3in a uniform electric fieldE = (3.0 N/C) i – (2.0 N/C) }|a flat circular surface with vector area A = (2.0 m2) î in a uniform electric field ofE = (3.0N/C) î – (2.0 N/C) }%3Da flat rectangular surface with vector A = (4.0 m²) î - (3.0 m2) j in a uniform electric field ofE = (2.0 N/C) î + (3.0 N/C) }%3DO none of the given choices

Electric flux = φ = E→·A→

Which of the following cases has the greatest electric flux? a flat square surface with vector area A = (3.0 m2) î in a uniform electric field (2.0 N/C)} a flat oval surface with vector area A = (2.0 m2) i - (3.0 m²) § in a uniform electric field E = (3.0 N/C) i - (2.0 N/C) } %3D a flat circular surface with vector area A = (2.0 m2) i in a uniform electric field of E = (3.0 N/C) î – (2.0 N/C) } a flat rectangular surface with vector A = (4.0 m2) i – (3.0 m2) 3 in a uniform electric field of E = (2.0 N/C) î + (3.0 N/C) } O none of the given choices

Which of the following cases has the greatest electric flux? a flat square surface with vector area A = (3.0 m2) î in a uniform electric field (2.0 N/C)} a flat oval surface with vector area A = (2.0 m2) i - (3.0 m²) § in a uniform electric field E = (3.0 N/C) i - (2.0 N/C) } %3D a flat circular surface with vector area A = (2.0 m2) i in a uniform electric field of E = (3.0 N/C) î – (2.0 N/C) } a flat rectangular surface with vector A = (4.0 m2) i – (3.0 m2) 3 in a uniform electric field of E = (2.0 N/C) î + (3.0 N/C) } O none of the given choices

Physics for Scientists and Engineers, Technology Update (No access codes included)

9th Edition

ISBN:9781305116399

Author:Raymond A. Serway, John W. Jewett

Publisher:Raymond A. Serway, John W. Jewett

Chapter24: Gauss’s Law

Section: Chapter Questions

Problem 24.63CP: A dosed surface with dimensions a = b= 0.400 111 and c = 0.600 in is located as shown in Figure...

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