Question

For a vector $\overline{A}$, which of the following statement is NOT TRUE?

• A. If $\nabla \cdot \overline{A} = 0$ then $\overline{A}$ is called solenoidal
• B. If $\nabla \times \overline{A} \neq 0$ then $\overline{A}$ is called rotational
• C. If $\nabla \times \overline{A} = 0$ then $\overline{A}$ is called irrotational
• D. If $\nabla \cdot \overline{A} = 0$ then $\overline{A}$ is called irrotational

Hint:

Solenoidal = Zero Divergence. Irrotational = Zero Curl.

Answer 1

The Correct Option is D