Let F be the vector field F = (14x – x³, – y³, – }z*) Compute the normal at the point (1,1,1) to the closed surface S in R³ which maximizes the value of the flux integral F. nds Here, the surface is...


Let F be the vector field F = (14x – x³, – y³, – }z*)<br>Compute the normal at the point (1,1,1) to the closed surface S in R³ which<br>maximizes the value of the flux integral<br>F. nds<br>Here, the surface is oriented so that its normal points outward. Make sure the<br>normal you get has unit length.<br>

Extracted text: Let F be the vector field F = (14x – x³, – y³, – }z*) Compute the normal at the point (1,1,1) to the closed surface S in R³ which maximizes the value of the flux integral F. nds Here, the surface is oriented so that its normal points outward. Make sure the normal you get has unit length.

Jun 05, 2022
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