Welcome

Welcome to my personal website. I am currently pursuing a Bachelor's of Science in Mathematics of Computation at UCLA. Here, you can find various projects that I have worked on over the years, as well as some puzzles. Additionally, I am very interested in becoming a teacher/professor, so I will be posting some math, and potentially physics lessons here. I hope you enjoy and learn something new!

Problem of the Week

In a universe \(U\) of \(100\), let \(A\) and \(B\) be subsets of \(U\) such that \(n(A \cup B)=70\) and \(n(A \cup B^c)=90\). Find \(n(A)\).

Note: If \(A\) is a subset of a universal set \(U\), then \(n(A)\) refers to the cardinality of \(A\). Additionally, \(B^c\) refers to the absolute complement of \(B\).