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The distance of the field point, on the ...

The distance of the field point, on the equatorial plane of a small electric dipole, is halved. By what factor will the electric field, due to the dipole, change?

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To solve the problem of how the electric field due to a dipole changes when the distance to the field point on the equatorial plane is halved, we can follow these steps: ### Step-by-Step Solution: 1. **Understand the Electric Field of a Dipole**: The electric field \( E \) at a point on the equatorial plane of a dipole is given by the formula: \[ E = \frac{k \cdot p}{r^3} ...
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Electric Field due to Dipole

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Electric field due to an electric dipole is

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Assertion: The electric field due to dipole on its axis line at a distance r is E . Then electric field due to the same dipole on the equatorial line and at the same distance will be (E )/(2) Reason: Electric field due to dipole varies inversely as the square of distance.

CBSE COMPLEMENTARY MATERIAL-ELECTROSTATICS AND CURRENT ELECTRICITY -NUMERICALS
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