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Question

Which among the following is the property of lines of force?

The correct answer is

Lines of force never intersect each other

Properties of Magnetic Lines of Force

Magnetic lines of force are imaginary lines used to represent a magnetic field. They show the direction and strength of the magnetic field at different points. Understanding their properties is crucial in studying magnetism.

Analyzing the Properties of Magnetic Lines of Force

Let's examine the given options based on the known properties of magnetic field lines:

  • Option 1: They are always originating on a S-pole and terminating on N-pole, external to the magnet. This statement is incorrect. Magnetic field lines originate from the North (N) pole and terminate at the South (S) pole outside the magnet. Inside the magnet, they go from S to N, forming closed loops.
  • Option 2: They prefer a path with most opposition. This statement is incorrect. Magnetic field lines prefer to pass through materials with high permeability (low reluctance), which offer less opposition to the magnetic flux.
  • Option 3: Each line of force forms an open loop. This statement is incorrect. Magnetic lines of force form closed loops. They emerge from the N-pole, go into the S-pole outside the magnet, and continue from the S-pole to the N-pole inside the magnet.
  • Option 4: Lines of force never intersect each other. This statement is correct. If two lines of force were to intersect, it would mean that at the point of intersection, the magnetic field would have two different directions simultaneously, which is physically impossible. Therefore, magnetic lines of force never intersect.

Based on the analysis of the options, the property that accurately describes magnetic lines of force is that they never intersect each other.

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Important Questions from Electrostatics

  1. Electric potential $V$, is a ____ field, and electric field intensity $E$, is a ______ field.

  2. The dielectric constant of a vacuum is _____.

  3. What is the magnitude of the electric field at a distance $r$ from a point charge $Q$?
  4. According to Gauss’s Law, the surface integral of the normal component of electric flux density D over a closed surface containing charge Q is:

  5. The electric potential at the surface of an atomic nucleus (z = 50) of radius 9 × 10-15 m is ______________.

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