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Questions and Answers
Which of the following best describes an irrotational or conservative vector field function?
Which of the following best describes an irrotational or conservative vector field function?
- The curl of the function is zero (correct)
- The gradient of the function is zero
- The divergence of the function is zero
- The Laplacian of the function is zero
Which of the following best describes an incompressible vector field function?
Which of the following best describes an incompressible vector field function?
- The gradient of the function is zero
- The Laplacian of the function is zero
- The curl of the function is zero
- The divergence of the function is zero (correct)
Which of the following equations represents Gauss's Law for magnetism?
Which of the following equations represents Gauss's Law for magnetism?
- $\nabla \times B = \mu_0 J$
- $\nabla \cdot E = 0$
- $\nabla \cdot B = 0$ (correct)
- $\nabla \times E = -\frac{\partial B}{\partial t}$
Which of the following equations represents Faraday's Law?
Which of the following equations represents Faraday's Law?
Which of the following equations represents Ampere's Law?
Which of the following equations represents Ampere's Law?
Which of the following equations represents the curl of a vector field function being zero?
Which of the following equations represents the curl of a vector field function being zero?
Which of the following equations represents the divergence of a vector field function being zero?
Which of the following equations represents the divergence of a vector field function being zero?
Which of the following equations represents Gauss's Law for magnetism?
Which of the following equations represents Gauss's Law for magnetism?
Which of the following equations represents Faraday's Law?
Which of the following equations represents Faraday's Law?
Which of the following best describes the concept of displacement current?
Which of the following best describes the concept of displacement current?
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