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Calculus and Beyond Homework Help
How can I verify the Divergence Theorem for F=(2xz,y,−z^2)
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[QUOTE="LCKurtz, post: 5718214, member: 198114"] Yes for ##u##, no for ##v##. ##v## is just a rename of ##z## and it never gets as large as ##4##. And its range depends on what ##u## is, which determines ##x## and ##y##. You need a picture. No, per above. Also what I have highlighted in red doesn't look like ##\vec F(\vec r(u,v))##. Why in the world would you think of spherical coordinates? There is nothing "spherical" about this problem. You have apparently ignored my post where I suggested to draw a picture and set it up in rectangular coordinates. And what about the other three surfaces for part ##1##? [/QUOTE]
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How can I verify the Divergence Theorem for F=(2xz,y,−z^2)
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