Hello, I really need someone good at math who can solve this problem! Thanks in advance! :
Let C be the ellipse in which the plane 2x + 3y - z = 0 meets the cylinder x^2 + y^2 = 12. Show, without evaluating, either line integral directly, that the circulation of the field F = xi + yj + zk around C in either direction is zero.
Need someone *REALLY* good at math please!!!?
That is easy when 2x is with a 3y added, subtracted, or even mutiplied, you always use this formula 8X
-----
2b
then when you get the awnser to that you
simply add 3y 2x which equals
16 3y 2x
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