Question 1 When a particle with a charge Q is surrounded by a spherical Gaussian surface,...

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Question 1 When a particle with a charge Q is surrounded by a spherical Gaussian surface, the electric flux through the surface is s. Consider what would happen if the particle was surrounded by a cylindrical Gaussian surface or a Gaussian cube. How would the fluxes through the cylindrical and cubic cube surfaces compare to ,? O 4, = Pcyl > Pcube 4, > Pcyl = $cube 4, < Deyl < Poube 4, > Deyl > Poube , = Pcyl = 1 pts & cube Question 1 When a particle with a charge Q is surrounded by a spherical Gaussian surface, the electric flux through the surface is s. Consider what would happen if the particle was surrounded by a cylindrical Gaussian surface or a Gaussian cube. How would the fluxes through the cylindrical and cubic cube surfaces compare to ,? O 4, = Pcyl > Pcube 4, > Pcyl = $cube 4, < Deyl < Poube 4, > Deyl > Poube , = Pcyl = 1 pts & cube

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Gaussian law states that the electric flux through any closed surface is equal to the enclosed charg... View the full answer