Mathematical Methods and Modeling of Biophysical Phenomena - Rita Ferreira Rita Ferreira (KAUST, Saudi Arabia) This is part of a series of workshops organize...

Mathematical Methods and Modeling of Biophysical Phenomena - Diogo A. Gomes Diogo A. Gomes (KAUST - Saudi Arabia) This is part of a series of workshops organ...

Mathematical Methods and Modeling of Biophysical Phenomena - Dietmar Oelz Dietmar Oelz (WPI Austria) This is part of a series of workshops organized by IMPA ...

Mathematical Methods and Modeling of Biophysical Phenomena - Nancy Rodriguez Nancy Rodriguez (University of North Carolina) This is part of a series of works...

Mathematical Methods and Modeling of Biophysical Phenomena - Simone de Almeida Delphim

Simone de Almeida Delphim
(UNIFAP)

This is part of a series of workshops organized by IMPA aiming at bringing together a multidisciplinary group of scientists to study…

Mathematical Methods and Modeling of Biophysical Phenomena - Diane Peurichard Diane Peurichard (INRIA) This is part of a series of workshops organized by IMP...

limit of n!/n^n as n goes to infinity, plus the list, and squeeze theorem

the fact: https://www.youtube.com/watch?v=HM-kwHR4VO4 or https://www.youtube.com/watch?v=2nUJMP_ZnnI&t=27s

Check out my 100 calculus 2 problems to help you with your calc 2 final:…

check out how I derive the formula: https://www.youtube.com/watch?v=Al0CskHB1bQ More induction examples are on the way!! Let me know if you guys enjoy this v...

In this video I calculate two limits involving ln, which are surprisingly related. The squeeze theorem and Riemann sums make a special appearance. Enjoy!

Note: Sorry for all the awkward transitions in this video; there was a problem with the lighting, and…

A kite is placed in a square, can you figure out one of its angles? I made a video for this "impossibly hard" problem from a New Zealand maths exam. But it turned out my proof had a flaw, which some of you pointed out in the comments! It turns out the problem…

2nd derivative of x^x, calculus 1 derivative problem, interesting derivative problem, last video: https://www.youtube.com/watch?v=l-iLg07zavc blackpenredpen,...

There are 7 indeterminate forms but 0^inf isn't one of them. In this video, I showed the idea that 0^inf goes to 0 but we would need to do more work for 1^inf.
Example of 1^inf doesn't go to 1: https://youtu.be/h6XGsdQ-Dfs


blackpenredpen,
math for fun…

Graph of x^x, (improved version, including 2nd derivative), graph of y=x^x, graph of f(x)=x^x, limit of x^x as x goes to 0+, https://www.youtube.com/watch?v=...