Solutions of Divergence and Curl Numerical Problems

In the first case the divergence, we apply the divergence and curl operators on the vector field functions. A field is known as a scalar and vector according to the physical quantity that develop the field. A scalar quantity develops the scalar field and vector quantity develop the vector field. So, in case of divergence, we operate divergence operator on the vector field function and as a result we find only the magnitude at a particular point. Divergence is use to measure the magnitude of a vector field at a particular point.