- AElectrostatic energy.
- BMagnetic energy.
- CLight energy.
- DHeat energy.
- Electrostatic energy.
Explanation:
The required voltage is 1000v and the capacitors are parallel as 250v.
So number of capacitors required will be 4 i.e250 × 4 = 1000 in series.
Now example of four capacitor in series will be equal 2μf (micro farade) but the equivalent capacitance required is given as 16μf so there must be 8 series of parallel arrange capacitors each of capacitor 2 micro farad hence total number of capacitor = 4 × 8 = 32
Explanation:
The electric potential is the electric potential energy per unit charge.
Explanation:
The heart generates by itself an electrical activity which is transmitted through all the organ and produces its contraction. The Electrocardiogram is no other than the graphical representation of this electrical activity.
Explanation:
The equivalent capacitance of the capacitors connected in parallel is given by sum of their individual capacitances, that is if there are n capacitors in parallel the total capacitance is given by, C = C1 + C2 + C3 + C4 + ….. + Cn.
Explanation:
The maximum energy that can be desirably stored in a capacitor is depends on the maximum electric field that the dielectric can withstand without breaking down. Therefore, capacitors of the same type have about the same maximum energy density, i.e. joules of energy per cubic meter.
Explanation:
As dielectric slab does not affect charges:
$\text{V}=\frac{\text{Q}}{\text{C}}=\frac{\text{Qd}}{\text{K}\in_0\text{A}}$

Explanation:
Point A have positive charge.
More is the positive charge, more will be the potential. So, A will be at higher potential.
Explanation:
As the battery remains connected across the capacitor, so the potential difference remains constant at V0 even after the introduction of the dielectric slab. In this way, dielectric has an effect on potential difference.
Explanation:
As no cell is connected to the capacitor, the charge will remain constant.
Explanation:
Since we know that capacitance$=\frac{\text{charge}}{\text{voltage}}$
Therefore capacitance$=\frac{9}{5}=1.8\text{f.}$
Then
Initially key K1 is closed and key K2 is open, the capacitor C1 is charged by battery and capacitor C2 is still uncharged. Now K1 is opened and K2 is closed, the capacitors C1 and C2 both are connected in parallel. The charge stored by capacitor C1, gets redistributed between C1 and C2 till their potentials become same, i.e., V2 = V1.
By law of conservation of charge, the charge stored in capacitor Cx is equal to sum of charges on capacitors C1 and C2 when K1 is opened and K2 is closed, i.e., Q'1 + Q'2 = Q.
Explanation:
Given that some charge is given to a conductor then the whole charge is distributed over its surface only. Inside of conductor, electric field is zero whereas potential is same as on the surface. Hence, throughout the conductor, potential is same i.e, the whole conductor is equipotential.
Explanation:
The minimum capacitance can be obtained by connecting all capacitors in series. It can be calculated as follows:
$\frac{1}{\text{C}}=\frac{1}{6}+\frac{1}{6}+\frac{1}{6}=\frac{1}{2}$
$\Rightarrow\text{C}=2\mu\text{F}$
The maximum capacitance can be obtained by connecting all capacitors in parallel. It can be calculated as follows:
$\text{C}=6+6+6=18\mu\text{F}$
Explanation:
The total work done = energy transferred.
So, we might see the equation energy = voltage x charge, E = V × Q, written as,
work = voltage x charge, W = V × Q.
In this case, the charge is 4 mC, that is, 0.004 C and work done is 2J.
Explanation:
NH3 is a molecule in which the centre of mass of positive and negative charges does not collide with each other and is called a polar molecule. They have a permanent dipole moment. They have unsymmetrical shapes.
Explanation:
The potential is seen to be a constant on a sphere at all points.
Explanation:
Electric potential is defined as the amount of work done to bring a unit positive charge from an infinite distance to a particular point of an electric field. The total energy of that point charge means the sum of kinetic energy and potential energy which is not the same as the potential energy if the particle is in motion.
Explanation:
Electric field at any point is equal to the negative of the potential gradient. But inside a conductor, the electric field is zero. Hence, the electric potential is constant throughout the volume of a conductor and has the same value on its surface. Thus the surface of a conductor is equipotential.

Explanation:
There is no effect of the metal on the external electric field(thus A is incorrect) while the dielectric reduces the net electric field outside. The dielectric produces an electric field inside it due to the induced charges which is opposite to the external field. Thus EQ is reduced and B and C are also incorrect.(Note that EP is not the external field). Now as the electric field inside the conductor is zero, the field Ep is zero if X is a metallic.
Explanation:
We know that electric field lines cross the equipotential surfaces perpendicularly. Electric field lines are generated radially from a positive point charge. Therefore, for holding both the conditions, the equipotential surfaces must be spherical.
Explanation:
Every condenser is made with two plates. The charge on one plate is +Q and other is −Q.
Thus total charge of condenser is Qt = +Q - Q = 0
Explanation:
Using: $\text{V}=\frac{\text{W}}{\text{q}}$
⟹ 1 volt is equal to 1 joule per coulomb

Explanation:
As the charge q is situated at the center of the circle ABCDE, therefore the circle is an equipotential surface. That means all the points on the circle i.e. A, B, C, D, and E have the same potential. Therefore, work done to bring the charge from A to any point on the circle is zero always.
Explanation:
Work done = potential × charge by definition. We know that the potential of a point is the amount of work done to bring a unit charge from infinity to a certain point. Therefore, work done W = q × V = 4 × 10-3 × 200J = 0.8J. The work done is positive in this case.
Explanation:
Electrostatic shielding is a phenomenon seen when a Faraday cage is used to block the effects of an electric field.
Explanation:
Any point on the perpendicular bisector is equidistant from both the charges of the dipole. Therefore, the electric potential at that point is equal and opposite due to the two different charges. Therefore, the total electric potential at that point is zero.
Explanation:
To move a body against some force, work is to be done on the body. In this case, an external force is to be applied on the body to move it i.e. an external work is to be done. As we are moving the body against the Coulomb’s force, hence no work is done on the body by the electric field.

The capacitor offers infinite resistance in a DC circuit. Here, no current will flow through the capacitor and 10Ω resistance after the capacitor is full charged.
The potential difference across 10Ω resistance will be zero. It will act like a plain wire.
Current flowing through 2Ω resistance is given by
$\text{I}=\frac{\text{V}}{(\text{R}+\text{r})}=\frac{2.5}{(2+0.5)}=1\text{A}$
Potential difference across 2Ω resistance V = IR = 1 × 2 = 2V
Here, capacitor is connected in parallel with 2 Ω resistance, so it will also have 2V potential difference across it.
The charge on capacitor, q = CV = (2 mF) × 2V = 8 mC.
Explanation:
Total charged is conserved in the condenser. Here the potential difference on the condenser is equal to the emf of battery. When dielectric is inserted between the plates the charge will maintain the constant potential in the capacitor. Thus, the potential difference on the condenser is 4V
Explanation:
As the dielectric slab is introduced there is some charge distribution in the slab and because of this the electric field between the two plates is decreased, due to which the capacitor can hold more charge. Thus, the capacity to hold charge of the capacitor is increased.
Explanation:
Work done is given difference in potentials. In an equipotential surface, all points will have same potential. Thus work done is zero
Explanation:
There is no potential gradient along any direction parallel to the surface, and no electric field is parallel with the surface, This means electric field are always at right angle to the equipotential surface.