two charges of +25nc and -25nc are placed 6m apart find the electric field at a point 4m from the centre of the electric dipole (1)on axial line (2) on equitorial line
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Answer: Quit the old question but here you go...
The electric field at a point 4m from the center of an electric dipole created by two charges of +25nc and -25nc, placed 6m apart, can be found using the formula:
On the axial line: E = k * q / r^2, where k is Coulomb's constant, q is the magnitude of each charge, and r is the distance from the point to the center of the dipole.
On the equatorial line: E = k * p / (2 * pi * r^3), where p is the dipole moment.
The exact values of the electric field at these two points would require numerical calculation using the given values of q, r, and p.
Explanation:
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