The plates of a parallel plate capacitor are not. exactly parallel. The surface charge density

Question

The plates of a parallel plate capacitor are not. exactly parallel. The surface charge density (A) is lower at the closer end (B) will not be uniform (C) each plate will have the same potential at every point (D) Both [b] and [c]

Tardigrade Admin · Accepted Answer

Being a conductor, each plate has the same potential at each point. As E propto σ , so surface charge density σ is higher at the closer end because electric field being the conductor gradient of potential is highest where the plates are closest to each other.

Q. The plates of a parallel plate capacitor are not. exactly parallel. The surface charge density

is lower at the closer end

will not be uniform

each plate will have the same potential at every point

Both [b] and [c]

Being a conductor, each plate has the same potential at each point. As $E \propto σ,$ so surface charge density $σ$ is higher at the closer end because electric field being the conductor gradient of potential is highest where the plates are closest to each other.

Q. The plates of a parallel plate capacitor are not. exactly parallel. The surface charge density

is lower at the closer end

will not be uniform

each plate will have the same potential at every point

Both [b] and [c]

Being a conductor, each plate has the same potential at each point. As E∝σ, so surface charge density σ is higher at the closer end because electric field being the conductor gradient of potential is highest where the plates are closest to each other.

Being a conductor, each plate has the same potential at each point. As $E \propto σ,$ so surface charge density $σ$ is higher at the closer end because electric field being the conductor gradient of potential is highest where the plates are closest to each other.