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AP Physics 2
11.6 Kirchhoff’s Loop Rule
IntermediateMCQConceptual16.6k
A simple rectangular schematic circuit diagram oriented horizontally. The left vertical wire contains an ideal battery labeled \(\varepsilon\), with the longer horizontal line on top and the shorter thicker line on the bottom. The top horizontal wire contains a zig-zag resistor symbol labeled \(R_1\). The right vertical wire contains a second zig-zag resistor symbol labeled \(R_2\). The bottom horizontal wire is a straight wire connecting the bottom of \(R_2\) back to the bottom of the battery. Four dark circular nodes represent labeled points along the circuit: point A at the bottom-left corner, point B at the top-left corner above the battery, point C at the top-right corner after \(R_1\), and point D at the bottom-right corner below \(R_2\). No other labels, lines, text, or axes appear.
Single-loop circuit containing a battery and two resistors with labeled points.
In the circuit loop shown, an ideal battery of electromotive force \(\varepsilon\) is connected to two resistors, \(R_1\) and \(R_2\). A student claims that traversing the closed loop from point \(A\) back to point \(A\) results in a net electric potential change of zero (\(\sum \Delta V = 0\)). Which of the following correctly identifies the fundamental physical principle that justifies this claim and provides the correct physical reasoning?

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