2020-21 Meeting 3: Combinatorial Arguments

Using some creative logic and crafty equivalences, a mathematician can avoid a lot of unnecessary algebra...

Thank you for attending our meeting! In today's meeting we covered combinatorial arguments and went over how to prove complex theorems without any algebra. Some theorems included Pascal’s identity, the Hockey Stick Identity, and Binomial Theorem. Please make sure to work on the handout and submit answers on the competition website!

Recording: https://youtu.be/nF1Vdz3qJSs