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Lesson 2: Storing Energy in Magnetic Fields — Practice Questions

  1. 1. When an external force is used to move two magnets against their natural magnetic attraction or repulsion, what change occurs in the magnetic field?

    • A. The magnetic field collapses and disappears.
    • B. The polarity of the magnets is permanently reversed.
    • C. Potential energy is stored in the magnetic field.
    • D. The magnets become demagnetized.
  2. 2. Imagine two magnets are stuck together, north pole to south pole. Which action would add potential energy to the magnetic field between them?

    • A. Sliding the magnets sideways against each other.
    • B. Pushing the two magnets more firmly together.
    • C. Pulling the two magnets apart from each other.
    • D. Leaving the magnets undisturbed.
  3. 3. The act of storing potential energy in a magnetic field by pushing repelling magnets together is most similar to which of the following real-world examples?

    • A. A ball rolling down a hill.
    • B. Compressing a spring.
    • C. A light bulb glowing.
    • D. An ice cube melting.
  4. 4. A scientist is studying two powerful magnets that are attracting each other. Under which condition is the stored potential energy in the magnetic field being released or decreased?

    • A. When the scientist is actively pulling the two attracting magnets further apart.
    • B. When the magnets are held stationary at a fixed distance from each other.
    • C. When the scientist releases the magnets and allows them to snap together.
    • D. When the south pole of one magnet is being pushed towards the south pole of the other magnet.
  5. 5. If you push the south poles of two magnets toward each other and then let go, they will fly apart. What energy transformation occurs as they fly apart?

    • A. Kinetic energy is converted into potential energy.
    • B. Stored potential energy is converted into kinetic energy.
    • C. Magnetic energy is converted directly into thermal energy.
    • D. All the energy in the system is destroyed as the magnets separate.
  6. 6. A student pushes the north poles of two bar magnets toward each other. Since like poles repel, this requires effort. What is the primary effect of this action on the energy of the magnetic system?

    • A. The potential energy in the magnetic field increases.
    • B. The potential energy stored inside the magnets decreases.
    • C. The kinetic energy of the system is converted into mass.
    • D. The magnets permanently lose some of their magnetic force.
  7. 7. Why is it inaccurate to think of a magnet storing potential energy internally like a battery?

    • A. The energy is stored in the interactive field, not inside the magnet's physical body.
    • B. Batteries store chemical energy, whereas magnets store a much stronger form of nuclear energy.
    • C. A magnet only has energy when it is moving, which is kinetic energy, not potential.
    • D. The potential energy is actually held by the Earth's magnetic field, not the magnet itself.
  8. 8. For a scientist to correctly calculate the potential energy of a magnetic setup, why is it essential to include the magnetic field as part of the system?

    • A. Because the field is where the energy is stored.
    • B. Because the field gives the magnet its mass.
    • C. Because the field is the heaviest part of the system.
    • D. Because the field protects the magnets from damage.
  9. 9. When scientists analyze the energy transformations between two interacting magnets, what components correctly define the 'system'?

    • A. Only the two solid magnets themselves
    • B. The magnets and the invisible magnetic field that exists between them
    • C. The north pole of one magnet and the south pole of the other
    • D. The air molecules located in the area surrounding the magnets
  10. 10. Where is magnetic potential energy primarily stored?

    • A. Inside the solid material of the magnets, like a battery
    • B. In the magnetic field created by the arrangement of the magnets
    • C. Evenly distributed in the space around the magnets
    • D. Exclusively within the north poles of the magnets