#Proof of Limit of Subfactorial
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if you know what subfactorial is you can skip first image
damn this is beautiful
so, no one knows?
(xy)²=(yz)²=(xz)²=xyyzxz=-1
when x is approach ∞
the floor function ≈ the actual value
the difference of them is insignificant
(xy)²=(yz)²=(xz)²=xyyzxz=-1
then factor x! out then change its from a little
sorry i put the sign wrong it's supposed to be +e^(-1)
(xy)²=(yz)²=(xz)²=xyyzxz=-1
@iron sentinel
uuh there's floor function
@iron sentinel
the thing is we aren't able to use infinity in factorials