I have trouble understanding the gradient vector $\nabla$.
For a surface, when we find it's $\nabla$, why is the resultant vector the normal vector when $\nabla$ means gradient vector??
Thanks
I have trouble understanding the gradient vector $\nabla$.
For a surface, when we find it's $\nabla$, why is the resultant vector the normal vector when $\nabla$ means gradient vector??
Thanks
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