How Does a Dual Ring Charge Configuration Affect Electric Potential?

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The discussion focuses on calculating the electric potential at a distance x above the center of a dual ring charge configuration, consisting of a positively charged ring Q with radius R and a negatively charged ring -Q with radius 2R. The relevant equation for electric potential, V = kQ/sqrt(a^2+x^2), applies to individual rings, prompting questions about how the presence of the second ring influences the overall potential. Participants are seeking clarification on whether the second ring alters the calculations for the first. The conversation emphasizes the need for understanding the superposition principle in electric potential due to multiple charge distributions. Overall, the interaction highlights the complexities of combining electric potentials from different charge configurations.
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Homework Statement


what is the electric potential a distance x above the center of a ring of charge Q with a radius R surrounded by another ring of charge -Q with a radius 2R?


Homework Equations



V= kQ/sqr root(a^2+x^2)

The Attempt at a Solution



I know the above equation would be used for for one ring but would the second ring in this problem effect this equation?
 
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anyone? I could really use some help on this one and thanks in advance to anyone who can help!
 
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