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Question
use the drop-down menus to complete each description about the experimental results. first, we verified that magnet movement would induce a current. each time the magnet moved near the wire loop, whether it was moving forward or in reverse, a current registered. when the magnet was stationary, a current of milliamps was generated. under normal magnet polarity, whenever the magnet was moving toward the loop, the induced current had a value, and a value if the magnet was moving in reverse. under reversed polarity, we found the results to be exactly in current direction, while the current maximums were.
To solve this, we use principles of electromagnetic induction (Faraday's and Lenz's laws):
Step 1: Stationary Magnet
By Faraday’s law, a changing magnetic flux induces current. A stationary magnet has no flux change, so induced current is \( \boldsymbol{0} \) milliamps.
Step 2: Normal Polarity - Magnet Moving Toward Loop
Lenz’s law: Current opposes the change. If magnet moves toward loop (increasing flux), current has a positive (or specific sign) value (direction depends on setup, but magnitude is non - zero).
Step 3: Normal Polarity - Magnet Moving Reverse
When magnet moves away (decreasing flux), Lenz’s law reverses the current’s direction, so it has a negative (opposite sign) value.
Step 4: Reversed Polarity - Current Direction
Reversing magnet polarity reverses the magnetic field direction. The induced current’s direction (to oppose the change) will be reversed (opposite to normal polarity for the same motion).
Step 5: Reversed Polarity - Current Maximums
The magnitude of induced current depends on flux change rate (same magnet speed, same loop), so current maximums are equal (same magnitude, opposite direction).
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- Stationary magnet: \( \boldsymbol{0} \) milliamps.
- Toward loop (normal polarity): Positive (or specific sign, e.g., “+”) value.
- Reverse (normal polarity): Negative (or specific sign, e.g., “-”) value.
- Reversed polarity (direction): Reversed.
- Reversed polarity (maximums): Equal.
(Note: Exact dropdown options depend on the provided choices, but the logic follows electromagnetic induction laws.)