EASY
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IMPORTANT
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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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Important Questions on Electromagnetic Waves

MEDIUM
JEE Main/Advance
IMPORTANT
A 1.2 m radius cylindrical region containing a uniform electric field that is increasing uniformly with time. At t=0 the field is 0 and at t=5.0 s the field is 200 V m-1. The total displacement current through a cross section of the region is
MEDIUM
JEE Main/Advance
IMPORTANT
A current of 1 A is used to change a parallel plate capacitor with square plates. If the area of each plate is 0.6 m2 the displacement current through an 0.3 m2 area fully between the capacitor plates and parallel to them is:
EASY
JEE Main/Advance
IMPORTANT
A cylindrical region contains a uniform electric field that is along the cylinder axis and is changing with time. If r is distance from the cylinder axis the magnitude of the magnetic field within the region is
EASY
JEE Main/Advance
IMPORTANT
A cylindrical region contains a uniform electric field that is parallel to the axis and is changing with time. If r is distance from the cylinder axis the magnitude of the magnetic field outside the region is
HARD
JEE Main/Advance
IMPORTANT
A 0.70 m radius cylindrical region contains a uniform electric field that is parallel to the axis and is increasing at the rate of 5.0×1012 V ms-1. The magnetic field at a point 1.2 m from the axis has a magnitude of
MEDIUM
JEE Main/Advance
IMPORTANT
A sinusoidal emf is connected to a parallel plate capacitor. The magnetic field between the plates
MEDIUM
JEE Main/Advance
IMPORTANT
Which of the following equations can be used, along with a symmetry argument, to calculate the magnetic field of a long straight wire carrying current?
MEDIUM
JEE Main/Advance
IMPORTANT
Which of the following equations can be used to show that magnetic field lines form closed loops?