HARD
JEE Advanced
IMPORTANT
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Two points charges (Q each) are placed at 0,y and 0,-y. A point charge q of the same polarity can move along the x-axis. Then

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Important Questions on Coulomb's Law and Electric Field

HARD
JEE Advanced
IMPORTANT
Imagine a short dipole at the centre of a spherical surface. If the magnitude of the electric field at a certain point on the surface of the sphere is 10 N C-1, Then which of the following cannot be the magnitude of the electric field anywhere on the surface of the sphere?
HARD
JEE Advanced
IMPORTANT

In arrangement shown in figure, two positive charges, +Q each are fixed. Mark the correct statement (s) regarding a third charged particle q placed at the midpoint P that can be displaced along or perpendicular to the line connecting the charges.
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HARD
JEE Advanced
IMPORTANT

We have two electric dipoles. Each dipole consists of two equal and opposite point charges at the ends of an insulating rod of length d. The dipoles sit along the x-axis a distance r apart, oriented as shown in the figure.
Their separation rd. The dipole on the left:
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HARD
JEE Advanced
IMPORTANT

In a uniformly charged dielectric sphere, a very thin tunnel has been made along the diameter as shown in figure. A charge particle -q having mass m is released from rest at one end of the tunnel. For the situation described, mark the correct statement(s). (Neglect gravity.)
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HARD
JEE Advanced
IMPORTANT
A particle of mass 2 kg and charge 1 mC is projected vertically with a velocity 10 m s-1. There is a uniform horizontal electric field of 104 N C-1. Then
HARD
JEE Advanced
IMPORTANT
When a positively charged sphere is brought near a metallic sphere, it is observed that a force of attraction exists between the two. It means
HARD
JEE Advanced
IMPORTANT

Consider two identical charges placed distance 2d apart, along the x-axis (see figure). The equilibrium of a positive test charge placed at point O midway between them is,

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HARD
JEE Advanced
IMPORTANT

For the situation shown in the figure (assume rthe length of the dipole) mark out the correct statement(s).

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