Direction of Induced Current for A Moving Loop of Wire

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When a loop of wire is lowered over a solenoid with a constant counterclockwise current, the direction of the induced current must be determined based on the change in magnetic flux. At the midpoint of the solenoid, the magnetic field from the solenoid is directed upward. As the loop descends, the magnetic flux through it is decreasing, which induces a current that opposes this change. According to Lenz's law, the induced current will flow in a direction that creates a magnetic field opposing the decrease in flux, resulting in a counterclockwise current when viewed from above. Thus, the induced current at the midpoint of the solenoid is counterclockwise.
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A loop of wire is initially held above a short solenoid. A constant counterclockwise (as viewed from above) current passes through the coils of the solenoid. Suppose that the loop of wire is steadily lowered, passing over the solenoid.
What is the direction of the induced current when the loop is at the midpoint of the solenoid and still moving downward?

When the loop is at the top, I know the current is clockwise. But how do I do this one? Is it still clockwise?
 
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Which way is the field of the solenoid pointing? As the loop is lowered, how is the flux through it changing? The induced current always opposes any change in flux. (Faraday's/Lenz's law.)
 
um, it doesn't change in the middle?
 

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