Voltage across open circuit (very basic question)

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When measuring voltage across an open circuit between resistors R1 and R2, the voltage will equal the source voltage because there is no current flow, making the resistors irrelevant in this scenario. In a closed circuit, measuring voltage across just the wire between resistors will yield 0V due to Ohm's Law, which states that voltage across a resistor is zero when no current flows. Kirchhoff's Voltage Law supports this by asserting that the sum of voltages in a circuit must equal the source voltage. Therefore, in the absence of current, the voltage across resistors is zero, confirming that the voltage source equals the voltage at the switch. Understanding these principles clarifies the behavior of voltage in open and closed circuits.
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Vs to R1 to R2 to R3 to ground

If there is an opening in the circuit between R1 and R2, why is it that when I measure the voltage between R1 and R2, it equates to the voltage source voltage? Why does the resistor not matter?

If the circuit is normal without any opening, what will I get when I measure the voltage between the resistor?, as in just the wire? I assume 0v, but why?
 
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Have you learned Kirchoffs voltage law?

If no, think of that in every circuit the sum of the voltages across resistors and switches equals the voltage soruce. Since there is no current in the circuit, ohms law dictates that U=0V across any resistor. Therfore the sum of all voltages (resistors and openings) equals the voltage source. In this case, resistor voltage equals 0V so voltage source=switch voltage.

Second question: ohms law: U=R*I, and in a short wire R≈0.
 
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