Suppose $\vec { G }$ is a vector field with the property that $\vec { G } = x \vec { i }$ at every point of the surface $\| \vec { r } \| = 0.8$ If $\operatorname { div } \vec { G }$ is not a constant, estimate the value of $\operatorname { div } \vec { G } ( 0,0,0 )$

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The Answer of Suppose $\vec { G }$ is a vector field with the property that $\vec { G } = x \vec { i }$ at every point of the surface $\| \vec { r } \| = 0.8$ If $\operatorname { div } \vec { G }$ is not a constant, estimate the value of $\operatorname { div } \vec { G } ( 0,0,0 )$

Suppose G⃗\vec { G }G Is a Vector Field with the Property That

Suppose $\vec { G }$ Is a Vector Field with the Property That