You can represent ANY positive integer
n using only three twos by writing
n= -log2(log2(√√...√2))
where log2 is the logarithm base 2, and there are n square roots.
Can you manage to do the same (that is, represent all positive integers) using three THREEs instead? And by using only TWO twos?
Using three THREES
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N = limit d/dx (x*x*.......*x)
x-> 3^(3-3)
Using two TWOS
---------------------------
N = limit d/dx (x*x*........*x)
x-> 2/2
Without using any NUMBERS
-----------------------------------------------
N = d/dx (x+x+.......+x)
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N x's
Edited on August 28, 2022, 10:37 pm