Find voltages across resistors using voltage division

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SUMMARY

This discussion focuses on using voltage division to find voltages across resistors in a circuit with two resistors (50Ω and 100Ω) and a 10V voltage source. The participants clarify that voltage division applies only to series circuits, and the correct approach involves using Ohm's Law to calculate the current through each resistor. The final voltage difference between points A and B is determined to be 5.5V, derived from the individual voltages across the resistors, which are 8V for the 100Ω resistor and 2.5V for the 50Ω resistor.

PREREQUISITES
  • Understanding of Ohm's Law (V=IR)
  • Familiarity with voltage division concepts
  • Knowledge of series and parallel resistor configurations
  • Ability to analyze circuits with multiple voltage sources
NEXT STEPS
  • Study the application of Ohm's Law in complex circuits
  • Learn about series and parallel resistor combinations
  • Explore Kirchhoff's Voltage Law for circuit analysis
  • Investigate the concept of equipotential points in electrical circuits
USEFUL FOR

Electrical engineering students, circuit designers, and anyone seeking to understand voltage division and resistor behavior in electrical circuits.

  • #31
Marcin H said:
The math makes sense, but the other stuff is still a bit confusing:sorry::sorry:.
What do you find confusing? A circuit works with potential "differences". In your circuit, the source is of 10V. Now, all the voltages present in the circuit are due to that 10V source, right? There is always a reference point in a circuit, called 'ground'. All the voltages are measured w.r.t ground. The choice of ground is ours i.e. we can assume it at any point. Here, for the sake of convenience, ground is assumed at the -ve terminal of the 10V source. Now, when you say voltage across 100 ohm is 8V, it is the potential difference between ground and point A, right? And 2.5V is the potential difference between ground and B. Since ground is common to both the resistors, you can say, A is 8V above the ground potential and B is 2.5V above the ground potential. It's like saying building A is 8m tall and building B is 2.5m tall( building height is measured from common ground, isn't it?). So, difference in height between buildings A and B would be 5.5m, right? Similarly, voltage between A and B is 5.5V.
 
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  • #32
cnh1995 said:
Since ground is common to both the resistors, you can say, A is 8V above the ground potential and B is 2.5V above the ground potential.
That's the part that kinda bugged me. I always think of voltage/potential across something or between 2 points. I wasn't sure why you can just say point A is at this potential and point B is at that potential. But that makes sense now. the potential in that portion of the wire is 8V so that means point A is at 8V right? Same for point B?
 
  • #33
Marcin H said:
the potential in that portion of the wire is 8V so that means point A is at 8V right? Same for point B?
Yes, assuming VG=0V.
 
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