Define and explain the gradiet field.

1.	Define and explain the gradiet field.
Answer» Answer: Here ur explanation and definitely... *The* *GRADIENT* of f is *defined* as *the* *unique* *vector* *field* *WHOSE* *dot* *product* *with* *any* *vector* V at *each* *point* x is *directional* *derrivative* of f *along* v. *That* *is,* *Formally* ,*the* *gradient* is *dual* to *the* *derrivative; see* *RELATIONSHIP* *with* *derrivative. Thanks.... ✌✌✌ Hope* it *will* *help* *you* to *all* ....

Answer»

Answer:

Here ur explanation and definitely...

The GRADIENT of f is defined as the unique vector field WHOSE dot product with any vector V at each point x is directional derrivative of f along v. That is, Formally ,the gradient is dual to the derrivative; see RELATIONSHIP with derrivative.

Thanks.... ✌✌✌

Hope it will help you to all ....

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Define and explain the gradiet field.​