Multivariable calculus, class #22: Changing triple integral order of integration

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Mathematician spotlight: Jayadev Athreya

We show a recent paper of Athreya and Aucilino, proving existence of a vertex-to-itself trajectory on a dodecahedron, and we show this with tape on a dodecahedron. We then do lots of examples of taking a triple integral, sketching the solid region of integration, and rewriting the integral in one or two of the other five possible orders.
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Nice examples, Nicer explanations, honest effort and incredible passion is the best way I think to describe not just this particular lecture but all of them 👌
Thank you so much for sharing this amazing video series 🙏
Good luck 👍

MohammadrezaParsa-kp
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Oh my god. Thank you so much. Wish I watched this right away, the way you explained the concept makes it easy to grasp. Cannot thank you enough!!!

togzhane.kuandykova
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Mam I really enjoyed your class it's like a cubical puzzle 😍 thank you very much for your wonderful class mam

sravanisiva
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One of the best lectures regarding Triple Integral

mdwahidurrahman
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Love the way you teach..thankyou for this

snehajacob
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31:00 "How many minutes are left : 13, That's a lot, Don't worry we won't use them all."(Proceeds to use them all) Hahaha, But great lectures These are life saving this semester for me, Also Can post other lectures on Fourier series as well if you can ? Thank you so much for these lectures.

KSadan
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This is a great lecture I wish Artificial Intelligence Software Graphics or some type of Software Mathematical Graphics Software was USED to illustrate / animate all the 2D and 3D graphics for all these equations.

rodericksibelius
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How would you explain this to a blind person? Math is about rigor, you shouldn't be relying so heavily on pictures.

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