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  3. let?f(x,y) =xi+yj/(e^(x^2+y^2))?1. let c be a posi

Let?F(x,y) =xi+yj/(e^(x^2+y^2))?1. Let C be a positively oriented simple closed path that encloses the origin. (a) Show...

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Advance Math

Let?F(x,y) =xi+yj/(e^(x^2+y^2))?1. Let C be a positivelyoriented simple closed path that encloses the origin.

(a) Show that?F·Tds= 0.

(b) Is it true that ?F·Tds= 0 for any positively oriented simpleclosed path that does not pass through or enclose the origin?Justify your response completely.

Answer & Explanation Solved by verified expert
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Dear studentThe problem is completely solved belowFeel free to ask doubts in the comments sectionJustificationFor stokes theorem only you need to think is where the    See Answer
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