VECTOR example grad(div F) at point (2,-1,0) (PART-4)

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In this video explaining VECTOR example grad(div F).
Note that the gradient of a scalar field is a vector field that points in the direction of the steepest increase of the scalar field and its magnitude represents the rate of change of the scalar field in that direction. In this case the gradient ∇f at any point (x y z) gives the direction of maximum increase of the scalar field f and its magnitude represents the rate of change of f in that direction.

#vector #scalarvector

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VECTOR example grad(div F) at point (2,-1,0) (PART-4)

VECTOR example grad(div F) at point (2,-1,0) (PART-4)

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