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What are the potential differences δv12 = v₂ − v₁, δv23 = v₃ − v₂, δv34 = v₄ − v₃, and δv41 = v₁ − v₄?

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Final answer:

Potential differences δv12, δv23, δv34, and δv41 represent the voltage changes between points in a circuit. A voltmeter can measure these differences across components such as resistors. The potential difference is directly proportional to the change in potential energy.

Step-by-step explanation:

The potential differences δv12, δv23, δv34, and δv41 represent the change in electric potential (voltage) between different points in a circuit. Understanding these concepts allows one to measure and calculate the voltage present between various components of a circuit, which is critical for analyzing and designing electrical systems.

To measure potential differences in a circuit, one can use a voltmeter. The voltmeter would be connected across two points to measure the voltage. For example, to measure the potential difference across resistor R1, you would connect the voltmeter leads across the two terminals of R1. Similarly, for R2, R3, or the combination of R2 and R3, you would connect the leads accordingly across those components. The measured potential differences help diagnose circuit conditions and functionality.

The formula for potential difference (ΔV) is ΔPE/q, where ΔPE is the change in potential energy and q is the charge. This relationship is essential in many physics calculations and is often applied in both practical and theoretical electrical engineering.

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