If the electrical potential at a point on the surface of a hollow conducting sphere of radius R is V, then the electric potential at a point which is at a distance R/3 from the centre of the sphere is:
V
V/3
V/9
3V
The correct option is: (A) V.
Inside a hollow conducting sphere, the electric field is zero due to the property of conductors in electrostatic equilibrium. This means that the electric potential is constant throughout the interior of the sphere. Therefore, regardless of the distance from the center within the sphere, the electric potential remains the same as the potential at its surface, which is V.
Thus, the electric potential at a point which is at a distance R/3 from the center of the sphere is indeed V.
Identify the valid statements relevant to the given circuit at the instant when the key is closed.
\( \text{A} \): There will be no current through resistor R.
\( \text{B} \): There will be maximum current in the connecting wires.
\( \text{C} \): Potential difference between the capacitor plates A and B is minimum.
\( \text{D} \): Charge on the capacitor plates is minimum.
Choose the correct answer from the options given below:
Capacitors commonly known as Condensers are passive components, similar to a resistor. In capacitors, charges are usually stored in the form of an "electrical field". Electrical and electronic circuits depend on the same which is made up of two parallel metal plates that are not connected to one another. The two plates are separated by a non-conducting insulating medium called dielectric.
Read More: Types of Capacitors