APPLICATION OF VECTOR DIFFERENTIATION

is a vector function, defined and differentiable at each point (x, y, z)in a certain region of space [i.e., A defines a vector field], then the divergence of  (abbreviated as ‘Div ‘) is defined as,  Basic properties of Divergence: If A, B are vector functions and โ€˜fโ€™ is a scalar function, then Example: Soln: =  

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