The electric field strength E of a dipole varies inversely as the cube of the distance. This means that as the distance from the dipole increases, the electric field strength decreases at a rate proportional to 1/distance^3.

Here's a step-by-step explanation:

1. The electric field (E) of a dipole is the force that a charge would experience if it were placed in the field.

2. The strength of this field depends on two things: the amount of charge on the dipole and the distance from the dipole.

3. The relationship between the electric field strength and the distance from the dipole is an inverse cube relationship. This is expressed mathematically as E ∝ 1/d^3.

4. This means that if you double the distance from the dipole, the electric field strength will decrease to one-eighth of its original value (since 2^3 = 8).

5. Conversely, if you halve the distance, the electric field strength will increase eightfold.

So, the correct answer is: The electric field strength E of a dipole varies inversely as the cube of the distance.

Question

The electric field strength E of a dipole varies inversely as the cube of the distance. This means that as the distance from the dipole increases, the electric field strength decreases at a rate proportional to 1/distance^3.

Here's a step-by-step explanation:

1. The electric field (E) of a dipole is the force that a charge would experience if it were placed in the field.

2. The strength of this field depends on two things: the amount of charge on the dipole and the distance from the dipole.

3. The relationship between the electric field strength and the distance from the dipole is an inverse cube relationship. This is expressed mathematically as E ∝ 1/d^3.

4. This means that if you double the distance from the dipole, the electric field strength will decrease to one-eighth of its original value (since 2^3 = 8).

5. Conversely, if you halve the distance, the electric field strength will increase eightfold.

So, the correct answer is: The electric field strength E of a dipole varies inversely as the cube of the distance.

Knowee AI · Accepted Answer

The electric field strength E of a dipole varies inversely as the cube of the distance. This means that as the distance from the dipole increases, the electric field strength decreases at a rate proportional to 1/distance^3.

Here's a step-by-step explanation:

1. The electric field (E) of a dipole is the force that a charge would experience if it were placed in the field.

2. The strength of this field depends on two things: the amount of charge on the dipole and the distance from the dipole.

3. The relationship between the electric field strength and the distance from the dipole is an inverse cube relationship. This is expressed mathematically as E ∝ 1/d^3.

4. This means that if you double the distance from the dipole, the electric field strength will decrease to one-eighth of its original value (since 2^3 = 8).

5. Conversely, if you halve the distance, the electric field strength will increase eightfold.

So, the correct answer is: The electric field strength E of a dipole varies inversely as the cube of the distance.

The electric field strength E of a dipole varies:ans. inversely as cube of distanceInversely as distance Directly as square of distance Inversely as square of distance Previous Marked for Review Next

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