Published On May 28, 2021
In this video, we determine what conditions are needed so that the cross product is nonempty.
This problem can be found in the free open-access textbook: "Applied Discrete Structures", authored by Dr. Ken Levasseur and Dr. Al Doerr
https://faculty.uml.edu/klevasseur/ads2/
Any feedback on how these videos can be improved would be great. I will be constantly updating these videos to ensure that everything is accurate. Thank you all for being such a great community. All content is released under Creative Commons "No Rights Reserved", so please feel free to use this video however you want.
My name is Kody Amour, and I teach free undergraduate mathematics courses on YouTube. I'm currently developing three YouTube courses simultaneously: Discrete Math, Linear Algebra, Real Analysis, Topology, Number Theory and Complex Analysis. These courses correspond to playlists that I am constructing indefinitely.
You have already given me a view and your watch time, which means a lot to me already. Your participation in this community contributes to exponential growth of this channel. If you'd like to give even more than you already have, please like, subscribe, share on a math SubReddit, comment, ring the bell, etc...
**Please only give if you have the financial ability to do so**
Patreon: / amourlearning (Seriously - Thank you)
-------------------------------------------------------------------------------------------------------------------
Credit to all of the authors of all of the resources below that greatly helped influence this video.
Free open-access online math textbooks (I only use textbooks from this resource, since everything is free for my students):
https://aimath.org/textbooks/approved...
A free in-depth tutorial for SageMath: https://doc.sagemath.org/html/en/tuto...
Learn LaTeX in 30 minutes: https://www.overleaf.com/learn/latex/...
-------------------------------------------------------------------------------------------------------------------
My favorite math-oriented YouTube channels (in no particular order):
Aleph 0: / @aleph0
The Bright Side of Mathematics: / @brightsideofmaths
Math Visualized: • Galois Theory Explained Simply
Insights into Mathematics: / @njwildberger
ScienceClic English: / @scienceclicen
Stand-up Maths: / @standupmaths
Zach Star: / @zachstar
Numberphile: / @numberphile
3Blue1Brown: / @3blue1brown
MIT OpenCourseWare: / @mitocw
Khan Academy: / @khanacademy
PBS Infinite Series: / @pbsinfiniteseries
Lex Fridman: / lexfridman