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# Potential difference between two points is equal to(A) Electric charge $/$ time(B) Work done $/$ time(C) Work done $/$ charge(D) Work done $\times$ charge  Verified
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Hint: Electric potential difference is the difference in electrical potentials between two points. It is the work done in moving a unit charge between two given points. The SI unit of the electrical potential difference is Voltage $(V)$ .

Complete step by step solution
The potential difference between two points is defined as the work done in moving a unit charge from the first point to the other. Thus, the potential difference $\left( V \right)$ can be written as-
$V = \dfrac{W}{q}$
where $q$ is a charge and $W$ is the work done in moving this charge.
Thus, the potential difference between the two points is equal to, Work done $/$ charge.
Hence option (C) is the correct answer.

The unit of potential difference is Volts $\left( V \right)$ . It can also be written in terms of Joules per Coulomb as- $1V = \dfrac{{1J}}{{1C}}$
$V = IR$
where $I$ is the electric current and $R$ is the resistance of the wire.