EMF and how it's related to Potential Difference

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Kirchoff's Loop Law asserts that the total potential differences in a closed circuit loop equal zero, reflecting energy conservation. The confusion arises regarding why ΔV1 and ΔV2 are considered negative when moving clockwise, as this indicates a drop in potential across components like capacitors. The EMF is understood as the source of potential difference in the circuit, compensating for the voltage drops. As the circuit is traversed, the potential decreases across capacitors and increases when passing the battery. Understanding the signs of ΔV1 and ΔV2 is crucial for correctly applying Kirchoff's principles in circuit analysis.
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Homework Statement
What is capicitance C2?
Relevant Equations
C=Q/V
So Kirchoff's Loop law states that, The sum of all the potential differences encountered while moving around a loop or closed path is zero.
Ok so that is basically a statement of energy conservation. So I see why in the TYPED solution, they related all voltages in the circuit equal to zero. I don't understand why ΔV1 and ΔV2 are negative. Is it because moving clockwise from the bottom left corner means you are traveling up while passing the battery and down across the capacitors?

And that would imply the EMF is equal to the sum of ΔV? Is that because without the Potential Difference of the circuit comes from the EMF?

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quittingthecult said:
I don't understand why ΔV1 and ΔV2 are negative
Going clockwise from the top, the potential drops by the voltage over C1 and then by the voltage over C2. Then it goes up by ##\varepsilon##.
 
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