Let F be a vector field. Determine whether the expression is meaningful. If so, state whether the expression represents a scalar field or a vector field. $\nabla \cdot ( \nabla \times \mathbf { F } )$

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The Answer of Let F be a vector field. Determine whether the expression is meaningful. If so, state whether the expression represents a scalar field or a vector field. $\nabla \cdot ( \nabla \times \mathbf { F } )$

Let F Be a Vector Field ∇⋅(∇×F)\nabla \cdot ( \nabla \times \mathbf { F } )∇⋅(∇×F)

Let F Be a Vector Field $\nabla \cdot ( \nabla \times \mathbf { F } )$