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Answer :
The voltage (potential) across all components of a parallel circuit is the same. We are informed that the battery's negative terminal has a potential of zero.
An electrical parallel circuit that contains multiple distinct routes for electricity to travel through is referred to as a parallel circuit. You would need to travel down each individual branch in a parallel circuit if you wanted to pass through every component.
Points 2, 4, and 6 are electrically the same as the negative terminal of the battery because they are all shorted together, therefore we get:
[tex]V2=V4=V6=V=0[/tex]. We have points 1 , 3 , 5 , and the positive terminal of potential the battery which is at a potential of v are all connected; We have
[tex]v1=v3=v5=v+=v[/tex] is the solution.
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Final answer:
In equilibrium, the potentials of plates 3 and 6 will be the same as the potential of plate 1.
Explanation:
In equilibrium, if the potential of plate 1 is δv, then the potentials of plates 3 and 6 will also be δv because they are all connected in the same circuit. The negative terminal of the battery, being at zero potential, does not affect the potential of the other plates.
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