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2014-07-31 11:26:17 -0600 | answered a question | Partial derivatives OHHHH! Because we're taking with respect to y first and then respect to x second, instead of partial x then partial y!
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2014-07-31 11:05:02 -0600 | asked a question | Partial derivatives When showing that $\vec F$ is conservative, we take the partial derivatives, just wondering if that is the same as $\nab ... |
2014-07-31 11:01:05 -0600 | asked a question | Volume integrals I was wondering if when we are setting up volume integrals, if we always integrate as 1? then $\delta \rho \delta \phi \ ... |
2014-07-30 20:48:12 -0600 | asked a question | Final Review I feel like problem number 2 on the exam review should be easy, and I'm just making it hard for no reason. The problem s ... |
2014-07-30 20:31:06 -0600 | answered a question | Exam III review sheet So with using the equation that Justin came up with for the plane, do we just use that equation as our $ f(x,y,z) $ ?If ... |
2014-07-30 17:02:43 -0600 | answered a question | Number 6 on Exam 2 I missed parts of this questions as well (one being my drawing being backwards :( ). But I found my max and min to be : ... |
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2014-07-30 09:17:18 -0600 | asked a question | quiz 3 question 1 I'm having an issue on quiz 3, question 1. What I got was..
$$\int _0 ^{2\pi} \int _0^1 e^{-r^2} $$
$$= \int _0 ^{2\pi ... |
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2014-07-25 13:45:28 -0600 | asked a question | Setting up spherical integrals I was wondering if anybody had an easily explainable way of how they choose the integration terms for spherical integral ... |
2014-07-25 10:18:52 -0600 | answered a question | Question #2 on quiz I ended up with $\pi$ as my answer. Although since talking to people, i'm not sure if that is correct. What I did was... ... |
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2014-07-24 10:26:06 -0600 | answered a question | Setting up an integral for the volume under a plane For this one my group took the $\delta z$ integral and set it as $$ \int _0 ^ {2-2y-x} $$ and then to get the $\delta y ... |
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2014-07-24 10:08:21 -0600 | edited question | Quiz 1 Review I would also be posting quiz 2, but sadly it was lost by an anonymous individual named SpacemanSpiff.
1: Prove that sca ... |
2014-07-24 10:08:00 -0600 | answered a question | Quiz 1 Review Are you asking a question about something on this, or just posting the answers that we went over in class? If it's a que ... |
2014-07-24 10:04:38 -0600 | answered a question | In class problem #5 Which part is this to? A, b, c, D e? And as far as the last integral for $ \delta \theta $ I got$ \int _0 ^{2\pi} $ sin ... |
2014-07-24 10:00:01 -0600 | answered a question | In class problem The volume function will be set as 1, as far as the significance, this is showing how you can find the volume under the ... |
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2014-07-18 15:39:37 -0600 | answered a question | Post-test analysis Wahoo, I'm pretty sure thats the gradient I got, so at least I feel better about that. :) But i think when i worked it o ... |
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2014-07-17 11:16:10 -0600 | edited question | Partial Derivatives So I'm working on the exam review, and I'm looking at question 3 part a. I run into issues on my partial derivatives whe ... |