Green's Theorem Example 1
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yeah it is really so simple yet interesting.. ty
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Excellent Example/Tutorial
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This stuff is easy. I can do it in my sleep.
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Damn! I'm going to have a lot of fun in calculus 3 I bet. I'm starting at calculus 1 with calculus 2 readiness.
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thanks a lot!
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awesome pics looking great thick solid tight thanks for the motivation.
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@TheLuckyMutt I suppose you won't read this message (it's been a year, lol) and you might've already found your answer, but anyways...
The function f(x,y) is not (x^2+y^2)i + (2xy)j. It is (x^2-y^2)i + (2xy)j. There's a minus sign between x^2 and y^2.
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Couldn't you have evaluated this without using Green's Theorem? Using the parametrization of C with respect to t and directly solving it?
What makes Green's Theorem more useful in this situation?
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what software did you use to create this demonstration?
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Thanx Sal
Waranle 1 year ago 8
Simply superb.... :)
mumtazhamid 1 year ago 2