Given that the net enclosed charge by the Gaussian surface is zero. Select all correct options. More than one answer can be true. Answer for par ticipation grade. Electric field may or may not be zero. Electric field is always zero. Electrif flux is always zero. Since \(\phi_E = \int\int_{surface} \vec{E}\cdot\,d\vec{A} = 0\), flux and field both will be zero

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Given that the net enclosed charge by the Gaussian surface is zero. Select all correct
options.
More than one answer can be true. Answer for participation grade.
Electric field may or may not be zero.
Electric field is always zero.
Electrif flux is always zero.
Since \(\phi_E = \int\int_{surface} \vec{E}\cdot\,d\vec{A} = 0\), flux and field both will be zero
Transcribed Image Text:Given that the net enclosed charge by the Gaussian surface is zero. Select all correct options. More than one answer can be true. Answer for participation grade. Electric field may or may not be zero. Electric field is always zero. Electrif flux is always zero. Since \(\phi_E = \int\int_{surface} \vec{E}\cdot\,d\vec{A} = 0\), flux and field both will be zero
Which of the followings can be considered as the electric flux of a non-uniform electric
field passing through an open surface?
Answer for participation grade.
\(\vec{E}.\Delta \vec{A}\)
\(\lim_{N\to\infty}\sum_{i=1}^{N}\vec{E_i}. \Delta \vec{A_i} \)
|\(\iint_{Surface}\vec{E}. d\vec{A}\)
\(\iint_{Surface}\vec{E}. \hat n dA\)
Transcribed Image Text:Which of the followings can be considered as the electric flux of a non-uniform electric field passing through an open surface? Answer for participation grade. \(\vec{E}.\Delta \vec{A}\) \(\lim_{N\to\infty}\sum_{i=1}^{N}\vec{E_i}. \Delta \vec{A_i} \) |\(\iint_{Surface}\vec{E}. d\vec{A}\) \(\iint_{Surface}\vec{E}. \hat n dA\)
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