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Which of the following statement is correct regarding electric potential?
1. Electric lines of force always flow from lower potential to higher potential.
2. Electric potential energy per unit charge is called electric potential.
3. Relation between electric field and potential is given by \(E = {-V .dx}\)
4. Electrostatic Potential is a vector quantity.

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Correct Answer - Option 2 : Electric potential energy per unit charge is called electric potential.

CONCEPT:

  • Electric lines of force:   The path along which a unit positive charge will move if it is free to do so in an electric field is called electric lines of force.
    • The tangent at any point to these lines gives the direction of the electric field at that point.
  • Electric lines of force always flow from higher potential to lower potential.
  • Electric Potential: Electric potential energy per unit charge is called electric potential.

\(V=\frac{1}{4\pi ϵ_0}\frac{q}{R} \)

where V is the electrostatic potential, q1 and q2 are the charges, and ϵ0 is the electrical permittivity of the vacuum, R is the distance from the point charge.

  • The electrostatic potential is a scalar quantity.
  • The relation between the electric field and Electric potential: Electric field is the gradient of electric potential (V) in the x-direction.

\(E = {-dV \over dx}\) or \(V = -E .dr\)

EXPLANATION:

  • Option 1: 
  • Electric lines of force always flow from higher potential to lower potential.
    • So it is a wrong statement.
  • Option 2: Electric potential energy per unit charge is called electric potential.
    • So it is a correct statement.
  • Option 3: Relation between electric field and potential is given by \(V = -E .dr\)
    • So it is a wrong statement.
  • Option 4: Potential doesn't have any direction, so it is a scalar quantity.
    • So it is a wrong statement.
  • So the correct answer is option 2.

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