x=x, yes.
2x=x, no.
x, can take the form of any number, yes, does anyone here no of a number that is not zero when multiplied by 2 equals itself?
You could write 2x=x, : =0, that is, when it is without value. You can transpose that to equal:
x = x/2, now which number when multiplied by 2 and divided equals itself?
Now, the thing about 1/3 = .33 recurring
2/3 = .66 recurring
3/3 = .99 recurring, or is that 1?
Yet, 2 on 3. When one works out a fraction to decimals, you can make the bottom equal one hundred, and then multiplying the top by the value that got the bottom to one hundred, then dividing out. (You can really divide straight away, but this is easier to work out manually).
1/2, 2 gets to 100, by being multiplied by 50. 50/100, 50 divide 100 equals .5. 2/3 becomes 66.6666666666/99.9999999999999,
3, cannot get to 100. So that number will remain as 2/3, as will 1/3. Yet 3/3 can become 1. That is not an even interval.
0 - 1/3 = .333333333333333333
1/3 - 2/3 = .333333333333333333 (.666666666666 so far)
2/3 - 3/3 = .3333333333333333
4
It doesn't make sense. So what do we do? Nothing. That is the uncertaint of the universe. Uncertainty principles, to undermine any mathematical, physical theory, etc. Can it be resolved using our current partial theories, NO.
There is my 2 cents, or should I say, 1.99999999999 cents.