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The magnetic field due to a bar magnet...

The magnetic field due to a bar magnet _____

A

has the same direction at any point

B

is uniform

C

is non-uniform

D

does not exist

Text Solution

AI Generated Solution

The correct Answer is:
To answer the question about the magnetic field due to a bar magnet, we can follow these steps: ### Step-by-Step Solution: 1. **Understanding the Bar Magnet**: A bar magnet has two poles: a North Pole and a South Pole. The magnetic field lines emerge from the North Pole and enter the South Pole. 2. **Direction of Magnetic Field Lines**: The magnetic field lines are not uniform around a bar magnet. They spread out from the North Pole and curve around to the South Pole. This indicates that the direction of the magnetic field varies at different points in space. 3. **Evaluating Options**: - **Option 1**: "The magnetic field is in the same direction at any point." This is incorrect because the direction of the magnetic field changes at different points around the magnet. - **Option 2**: "The magnetic field is uniform." This is also incorrect. A uniform magnetic field means the strength and direction are the same at all points, which is not the case for a bar magnet. - **Option 3**: "The magnetic field is non-uniform." This is correct. The strength of the magnetic field varies depending on the distance from the poles. It is stronger near the poles and weaker farther away. - **Option 4**: "The magnetic field does not exist." This is incorrect because a bar magnet definitely produces a magnetic field. 4. **Conclusion**: Based on the evaluation of the options, the correct answer is that the magnetic field due to a bar magnet is **non-uniform**. ### Final Answer: The magnetic field due to a bar magnet is **non-uniform**. ---
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Knowledge Check

  • The magnetic field lines due to a bar magnet are correctly shown in figure.

    A
    B
    C
    D
  • The magnetic field due to short bar magnet of magnetic dipole moment M and length 21, on the axis at a distance z (where zgtgtI ) from the centre of the magnet is given by formula

    A
    `(mu_(0)M)/(4piz^(3))T`
    B
    `(2mu_(0)M)/(4piz^(3))T`
    C
    `(4mu_(0)M)/(piz^(3))T`
    D
    `(mu_(0)M)/(2piz^(3))T`
  • The magnet field lines due to a bar magnet are correctly shown in

    A
    B
    C
    D
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