- Gauss’ law
- Stoke’s theorem
- Gauss’s theorem
- Convolution theorem

Correct Option: (C)

A relation between the surface integral of a vector and the volume integral of a derivative of the vector is Gauss’s theorem.

\[ \oint_{S}^{} \overrightarrow{A} .\overrightarrow{ds} = \oint_{V}^{} (\overrightarrow{\nabla } . \overrightarrow{A})dV \]

## A relation between the surface integral of a vector and the volume integral of a derivative of the vector is

A relation between the surface integral of a vector and the volume integral of a derivative of the vector is

Correct Option: (C)

A relation between the surface integral of a vector and the volume integral of a derivative of the vector is Gauss’s theorem.

\[ \oint_{S}^{} \overrightarrow{A} .\overrightarrow{ds} = \oint_{V}^{} (\overrightarrow{\nabla } . \overrightarrow{A})dV \]