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Notes -
Very interesting. However, I still am curious if 1 mile or 2 miles is a better reflection of the reality of my travel distance, since you said that 1x1=2 is looking at reality rather than avoiding it and retreating into theory.
So by all means, let's look at reality.
You sure can if you're walking uphill.
The problem you’ve presented is not comparable to 1x1, but rather to (1x/y) x (1y), which would equal one in either system.
A better comparison is: you have a property that is 1 mile in length, and 1 mile in width. How large is it? Certainly not 1 mile. Is a response of 1 mile or 2 miles closer to reality?
I think the system we have for math is very useful, but it’s not necessarily cleaving reality perfectly at the joints, and maybe there’s a way it could be.
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It's one mile, but you have very helpfully included units and a divisor.
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