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1-Which of the following is a statement of Ampere-Maxwell's equation? a) V. E = p/ɛo b) V x E = -ƏB/at c) V x H = J/o d) V.B=0 c) None 2-Ampere-Maxwell's equation relates which two quantities? a) Electric field and magnetic field b) Electric field and charge density c) Magnetic field and current density d) Electric field and current density c) None

1-Which of the following is a statement of Ampere-Maxwell's equation? a) V. E = p/ɛo b) V x E = -ƏB/at c) V x H = J/o d) V.B=0 c) None 2-Ampere-Maxwell's equation relates which two quantities? a) Electric field and magnetic field b) Electric field and charge density c) Magnetic field and current density d) Electric field and current density c) None

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1-Which of the following is a statement of Ampere-Maxwell's equation? a) V. E = p/ɛo b) VX E= -2B/ət c) V x H = J/o d) V B=0 c) None 2-Ampere-Maxwell's equation relates which two quantities? a) Electric field and magnetic field b) Electric field and charge density c) Magnetic field and current density d) Electric field and current density c) None 3-What is the significance of Ampere-Maxwell's equation in electromagnetic theory? a) It relates the electric field and magnetic field to the sources of these fields. b) It describes the behavior of electric and magnetic fields in the presence of conductors. c) It explains the phenomenon of electromagnetic radiation. d) It is used to derive the equations governing the behavior of electromagnetic waves. c) None 4-Which of the following is a consequence of Ampere-Maxwell's equation? a) The electric field can induce a magnetic field. b) The magnetic field can induce an electric field. c) A changing electric field can induce a changing magnetic field. d) All of the above. c) None 5-In which form is Ampere-Maxwell's equation often written in electromagnetism textbooks? a) V. E p/ɛo b) V x E-ƏB/ət c) V x H = J/o + ƏD/at d) V B=0 c) None 6-Which of the following is a consequence of Ampere-Maxwell's equation for a time- independent current density? a) The magnetic field is proportional to the current density. b) The electric field is proportional to the current density. c) The magnetic field is proportional to the curl of the current density. d) The electric field is proportional to the gradient of the current density. c) None Which of the following is a mathematical consequence of Ampere-Maxwell's equation? a) The divergence of the magnetic field is zero. b) The curl of the electric field is proportional to the time derivative of the magnetic field. c) The curl of the magnetic field is proportional to the sum of the current density and the displacement current density. d) The divergence of the electric field is proportional to the charge density. How does Ampere-Maxwell's equation relate to the phenomenon of electromagnetic waves? a) It shows that a time-varying magnetic field can induce an electric field, and vice versa, leading to the creation of electromagnetic waves. b) It describes the way that electromagnetic waves propagate through space, and relates their electric and magnetic field strengths. c) It explains the polarization of electromagnetic waves, and how they interact with matter. d) It provides the mathematical framework for describing the interference and diffraction of electromagnetic waves.
Transcribed Image Text:1-Which of the following is a statement of Ampere-Maxwell's equation? a) V. E = p/ɛo b) VX E= -2B/ət c) V x H = J/o d) V B=0 c) None 2-Ampere-Maxwell's equation relates which two quantities? a) Electric field and magnetic field b) Electric field and charge density c) Magnetic field and current density d) Electric field and current density c) None 3-What is the significance of Ampere-Maxwell's equation in electromagnetic theory? a) It relates the electric field and magnetic field to the sources of these fields. b) It describes the behavior of electric and magnetic fields in the presence of conductors. c) It explains the phenomenon of electromagnetic radiation. d) It is used to derive the equations governing the behavior of electromagnetic waves. c) None 4-Which of the following is a consequence of Ampere-Maxwell's equation? a) The electric field can induce a magnetic field. b) The magnetic field can induce an electric field. c) A changing electric field can induce a changing magnetic field. d) All of the above. c) None 5-In which form is Ampere-Maxwell's equation often written in electromagnetism textbooks? a) V. E p/ɛo b) V x E-ƏB/ət c) V x H = J/o + ƏD/at d) V B=0 c) None 6-Which of the following is a consequence of Ampere-Maxwell's equation for a time- independent current density? a) The magnetic field is proportional to the current density. b) The electric field is proportional to the current density. c) The magnetic field is proportional to the curl of the current density. d) The electric field is proportional to the gradient of the current density. c) None Which of the following is a mathematical consequence of Ampere-Maxwell's equation? a) The divergence of the magnetic field is zero. b) The curl of the electric field is proportional to the time derivative of the magnetic field. c) The curl of the magnetic field is proportional to the sum of the current density and the displacement current density. d) The divergence of the electric field is proportional to the charge density. How does Ampere-Maxwell's equation relate to the phenomenon of electromagnetic waves? a) It shows that a time-varying magnetic field can induce an electric field, and vice versa, leading to the creation of electromagnetic waves. b) It describes the way that electromagnetic waves propagate through space, and relates their electric and magnetic field strengths. c) It explains the polarization of electromagnetic waves, and how they interact with matter. d) It provides the mathematical framework for describing the interference and diffraction of electromagnetic waves.
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