# How to Solve the Zero Factorial? The way he solved this is so simple I'm still ...
... shocked.
I actually liked how he mentioned "Fourier" at the end. That's a college-level #math most people never experience, but it's the basis of modern #technology.
0
0
0.000
🤩 The wonders of zero! Remembered also my high school Maths. Any number raised to zero power is always 1. That's why 1s and 0s are great pairs! #hhguild #teamph #math
I never thought of 0's and 1's as pairs from this angle, (looking them as the two Digits of the Binary system is completely different,) but I like it!
Thanks for expanding my point of view @mdasein.
!LUV
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