Let C be the straight line curve between the points (0,9) and (1,0). Let N be the unit normal vector field on C, oriented so that it points away from the origin. Let F: R? –→R be the vector field...


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Let C be the straight line curve between the points (0,9) and (1,0). Let N be the unit normal vector field on C, oriented so that it points away from the origin. Let F: R? –→R<br>be the vector field defined by F(r, y) = (x, 12). Find the flux of F across the curve C in the direction pointing away from the origin.<br>S¢F·N ds =<br>Submit answer<br>

Extracted text: Let C be the straight line curve between the points (0,9) and (1,0). Let N be the unit normal vector field on C, oriented so that it points away from the origin. Let F: R? –→R be the vector field defined by F(r, y) = (x, 12). Find the flux of F across the curve C in the direction pointing away from the origin. S¢F·N ds = Submit answer

Jun 04, 2022
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