**INTEGRAL THEOREMS**

**Gauss’s Divergence Theorem:**

**Statement.** It states that the volume integral of the divergence of a vector field **A**, taken over any volume, V is equal to the surface integral of **A** taken over the closed surface surrounding the volume V and vice versa.

**Stoke’s Theorem:**

**Statement.** It states that the surface integral of curl of a vector field over an open surface equals the line integral of the vector field over the closed curve bounding the surface area and vice versa.

**Helmholtz’s Theorem: Continue reading “Integral Theorems”**