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A bar magnet of the magnetic moment 5 Am2 has poles 20 cm apart. Calculate the pole strength.
  • a)
    25 Am
  • b)
    4 Am
  • c)
    100 Am
  • d)
    250 Am
Correct answer is option 'A'. Can you explain this answer?
Most Upvoted Answer
A bar magnet of the magnetic moment 5 Am2 has poles 20 cm apart. Calcu...
Magnetic dipole moment = Pole strength × Magnetic length.
Pole strength = Magnetic dipole moment / Magnetic length
Pole strength = 50.2
Pole strength = 25 Am.
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Community Answer
A bar magnet of the magnetic moment 5 Am2 has poles 20 cm apart. Calcu...
To calculate the pole strength of a bar magnet, we can use the formula:

Magnetic Moment (M) = Pole Strength (m) x Distance between Poles (d)

Given:
Magnetic Moment (M) = 5 Am^2
Distance between Poles (d) = 20 cm = 0.2 m

We need to find the pole strength (m).

Let's substitute the given values into the formula and solve for m:

5 Am^2 = m x 0.2 m

Simplifying the equation:

m = 5 Am^2 / 0.2 m
m = 25 A

Therefore, the pole strength of the bar magnet is 25 A.

Explanation:
- The magnetic moment of a magnet is a measure of its strength. It is given in the unit of Ampere-meter squared (Am^2).
- The pole strength of a magnet refers to the strength of each pole of the magnet.
- The distance between the poles is the distance between the north and south poles of the magnet.
- In this case, we are given the magnetic moment of the bar magnet (5 Am^2) and the distance between its poles (20 cm = 0.2 m).
- By rearranging the formula M = m x d, we can solve for the pole strength (m).
- Substituting the given values into the formula, we find that the pole strength is 25 A.
- The correct answer is option 'A', which corresponds to a pole strength of 25 A.
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Read the following text and answer the following questions on the basis of the same: If we move into space and study the Earth's invisible magnetic field, it wouldn't really look like a bar magnet at all. Earth's magnetic field gets stretched out into a comet-like shape with a tail of magnetism that stretches millions of miles behind the earth, opposite to the Sun. The Sun has a wind of gas that pushes the earth's field from the left to the right in the picture.The core of the Earth is an electromagnet. Although the crust is solid, the core of the Earth is surrounded by a mixture of molten iron and nickle. The magnetic field of Earth is caused by currents of electricity that flow in the molten core. These currents are hundreds of miles wide and flow at thousands of miles per hour as the Earth rotates. The powerful magnetic field passes out through the core of the Earth, passes through the crust and enters space. This picture shows the solid inner core region ( inner circl e) surrounded by a molten outer core (the area between the two circles). The currents flow in the outer core, travel outwards through the rest of the earth's interior. If the Earth rotated faster, it would have a stronger magnetic field.By the time the field has reached the surface of Earth, it has weakened a lot, but it is still strong enough to keep your compass needles pointed towards one of its poles. All magnets have two poles: a North Pole and a South Pole. The magnetic poles of earth are not fixed on the surface, but wander quite a bit. The pole in the Northern Hemisphere seems to be moving northwards in geographic latitude by about 10 kilometres per year by an average.The Earth’s magnetism is due to

A bar magnet of the magnetic moment 5 Am2 has poles 20 cm apart. Calculate the pole strength.a)25 Amb)4 Amc)100 Amd)250 AmCorrect answer is option 'A'. Can you explain this answer?
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