The force \( F \) experienced by a charged particle in an electric field is given by the formula: \[ F = qE \] Where: - \( q \) is the charge of the particle, - \( E \) is the electric field intensity. For a proton, the charge \( q \) is equal to \( +e \) (the charge of the electron). The intensity of the electric field is given as \( 3E \). Therefore, the force on the proton is: \[ F = e \times 3E = 3Ee \] Thus, the force experienced by the proton is \( 3Ee \).
The correct option is (C) : \(3Ee\)
The force \( F \) experienced by a charge \( q \) in an electric field \( E \) is given by:
$$ F = qE $$
For a proton (which has charge \( +e \)) in an electric field of intensity \( 3E \):
$$ F = e \cdot 3E = 3Ee $$
Answer: \( \boxed{3Ee} \)
Two point charges +q and −q are held at (a, 0) and (−a, 0) in x-y plane. Obtain an expression for the net electric field due to the charges at a point (0, y). Hence, find electric field at a far off point (y ≫ a).