Exam 32: Maxwells Equations; Magnetism of Matter
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Displacement current exists in the region between the plates of a parallel plate capacitor if:
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One of the Maxwell equations begins with .... The o symbol in the integral sign means:
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The molecular theory of magnetism can explain each of the following EXCEPT:
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The diagram shows two small paramagnetic spheres, one near each end of a bar magnet. Which of the following statements is true? 

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A small bar magnet is suspended horizontally by a string. When placed in a uniform horizontal magnetic field, it will:
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The polarity of an unmarked magnet can be determined using:
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A current of 1 A is used to charge a parallel plate capacitor with square plates. If the area of each plate is 0.6 m2 the displacement current through a 0.3 m2 area wholly between the capacitor plates and parallel to them is:
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What are the possible allowed values of the orbital magnetic quantum number mℓ of the electron?
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A cylindrical region contains a uniform electric field that is along the cylinder axis and is changing with time. If r is the distance from the cylinder axis the magnitude of the magnetic field within the region is:
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Two of Maxwell's equations contain a path integral on the left side and an area integral on the right. For them:
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According to Gauss' law for magnetism, magnetic field lines:
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If an electron has zero orbital angular momentum, the magnitude of its magnetic dipole moment equals:
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A cylindrical region contains a uniform electric field that is parallel to the axis and is changing with time. If r is the distance from the cylinder axis the magnitude of the magnetic field outside the region is:
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Magnetic dipole X is fixed. Dipole Y is placed in the position indicated and is free to move. The first thing dipole Y will do is: 

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The diagram shows the spin angular momentum vectors of two electrons and two protons in the same external magnetic field. The field points upward in the diagram. Rank the situations according to the potential energy, least to greatest. 

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An electric field exists in the cylindrical region shown and is parallel to the cylinder axis. The magnitude of the field might vary with time according to any of the four graphs shown. Rank the four variations according to the magnitudes of the magnetic field induced at the edge of the region, least to greatest. 

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Maxwell's equations, along with an appropriate symmetry argument, can be used to calculate:
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