Zero, destroyer of things.
We take for granted that 0 times anything equals 0. But why? You might think of counting numbers, but we use 0 for a lot of different systems like naturals, reals, modular arithmetic, function spaces, and in all these cases we still have 0 times anything equals 0. Something about 0 makes this happen in many different spaces. In this video we see the proof and discover why zero times anything equals zero!
ā mCoding with James Murphy (https://mcoding.io/)
Ring axioms: https://en.wikipedia.org/wiki/Ring_(mathematics)
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