Just something to think aboot. Not really science, but would get buried in thema devia in 1 minute.
This is something I discovered for myself many years ago, and still find it amusing.
In math, only 1 is equal to 1, anything higher or lower is, of course, higher or lower, and definately not 1.
The paradox, which I will give the simplest example of later, comes from the flawed system of fractions and decimal equivalents.
1 divided by 2 is 1/2, or 0.5. If we multiply 1/2 by 2, we get 1. That makes sense.
But fractions also use impossible equations, where multiple infinite numbers can equal a whole number. It makes no sense.
0.44444444444444444444444444444444 and so on multiplied by any number cannot equal anything but an infinite number.
We can divide 1 by 3, and get 1/3, or 0.3333333'''
If we multiply 1/3 by 3, we get 1. Yet 3 thirds in demicals equals 0.999999"" (0.333333"" x 3)
So, if (1/3 x 3 = 1) then (0.3333333"" x 3 = 1)
Yet 0.333333"" x 3 equals 0.999999"".....
So a number with infinitely trailing decimals somehow equals 1? But 1 is greater than 0.99999999999.....
Impossible fractions. It also works with every other number - you just have to find a fraction of it that equals an infinite decimal.