Direction of current in a magnetic field when loop is square

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The discussion focuses on determining the direction of induced current in a square wire loop being stretched in a uniform magnetic field. The relevant equations include EMF = ∆Phi/∆t and magnetic flux calculations. Participants clarify that the induced current arises from changes in magnetic flux as the loop's area decreases. The right-hand rule is suggested as a method for finding the current's direction, similar to scenarios involving rotating loops in magnetic fields. Understanding these principles is essential for solving the problem effectively.
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Homework Statement


A flexible wire loop has a radius of r = 0.178 m and it is inside a uniform magnetic field of B = 0.332 T. The loop is grasped at points P and Q and stretched until its area is zero. It takes 0.146 s to close the loop.
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Homework Equations


EMF = ∆Phi/∆t
Phi = magnetic flux

The Attempt at a Solution


Used the formula above.So where is current induced? In the wire? Due to the change in magnetic field then? Or magnetic flux? How do I find its direction... I mean, I know if you have magnetic field, then you use right hand rule, right? Anyway, how do I find direction here?
 
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The same thing happens when a loop rotates in a magnetic field - the exposed area to the constant magnetic field changes, although the amount of turns in the coil stays the same.
 
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