Date: 14/06/2026
What subject(s) I've studied: Geometry I, Analysis I
Favourite fact I've learned: This year's World Football Cup's ball is not derived from an icosahedron, like a normal football ball, but from a tetrahedron with curved sides
Favourite equation: $ n = dim[Ker(F)] + rk(F) $ (Nullity + rank theorem)
Something I need to revise: Analysis proofs for my oral exam (hoping I've passed it)
Something I've not understood: How to memorise so many proofs
A mistake to avoid making: Explicitly calculating eigen vectors when I can simply use Sylvester's theorem and calculate determinants
Favourite piece of media: Videos of rescued entangled seals
Note to self: I've finally passed Geometry!