Lenz Law: Which Capacitor Plate Becomes Positive?

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In a circuit with a resistor and an uncharged capacitor subjected to an increasing magnetic field, the direction of current can be determined using the right-hand rule. Since the capacitor acts as a direct connection when uncharged, the side where positive current flows will become positively charged. As a result, the plate receiving electrons will become negatively charged. The discussion clarifies that the upper plate of the capacitor becomes negative due to electron flow. Understanding these principles simplifies the analysis of the capacitor's behavior in the circuit.
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A circuit contains a resistor and an uncharged capacitor. Pointing into the plane of the circuit is a uniform magnetic field (B). If the magnetic field increases in magnitude with time, which plate of the capacitor (top or bottom) becomes positively charged?



I don't understand how the hand rules play into this question, because of the capacitor. And I don't understand how I'm supposed to figure out which plate is positive and which is negative. Please help me out?



Thanks in advance, guys. :shy:
 
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A capacitor acts like a direct connection when it is uncharged, so ignore it while you use the hand rule to determine the direction of the current. Charge doesn't actually pass through a capacitor, so if positive current flows into a capacitor, it will charge that side of the capacitor positively.
 
OH. It makes this question so much easier now, thanks. bundles.

I've come to determine my upper plate is negative cause the electrons flow into it.

again, thanks so much.
 
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