/sci/ - Science & Math » Thread #13600999

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What is the decimal representation of x?

Anonymous Sat 04 Sep 01:46:12 2021 No.13600999 View Reply Original Report

Quoted By: >>13601028 >>13601897 >>13602137 >>13602326 >>13604329

What are the mathematical implications?

Anonymous

Anonymous Sat 04 Sep 2021 02:01:05 No.13601021 Report

Quoted By: >>13601550

There's no largest number less than 1 in the reals or rationals. For the integers, x = 0.

Anonymous

Anonymous Sat 04 Sep 2021 02:06:36 No.13601028 Report

Quoted By:

>>13600999
It follows that Riemann hypothesis, P=NP, Goldbach conjecture and twin prime conjecture are all true.

Anonymous

Anonymous Sat 04 Sep 2021 05:18:06 No.13601381 Report

Quoted By:

that quantifier logic is wrong

Anonymous

Anonymous Sat 04 Sep 2021 06:50:44 No.13601550 Report

Quoted By:

>>13601021
>not R Q or Z
Okay, it's a new thing like i in complex numbers? Call them orderable, R subset of O, such x exist in O, R not continuous anymore.

Anonymous

Anonymous Sat 04 Sep 2021 09:39:05 No.13601897 Report

Quoted By: >>13605240

>>13600999
Suppose x existed
Then x < y=(1+x)/2 < (1+1)/2 = 1
A contradiction, therefore x cant exist

Anonymous

Anonymous Sat 04 Sep 2021 11:39:08 No.13602137 Report

Quoted By:

>>13600999
x=0.999...

Anonymous

Anonymous Sat 04 Sep 2021 12:51:10 No.13602293 Report

Quoted By: >>13602312

x = y.000000000...

Anonymous

Anonymous Sat 04 Sep 2021 13:05:12 No.13602312 Report

Quoted By:

>>13602293
This changes everything...

Anonymous

Anonymous Sat 04 Sep 2021 13:10:17 No.13602326 Report

Quoted By:

>>13600999
x can be anything less than 1. y is constrained to be less than x

Anonymous

Anonymous Sun 05 Sep 2021 00:14:46 No.13604329 Report

Quoted By:

>>13600999
${x + 1 \over 2} \geq 1$

Anonymous

Anonymous Sun 05 Sep 2021 07:07:19 No.13605240 Report

Quoted By:

>>13601897
That's just a self reference problem like x=x+1.
If x exists then that y doesn't.

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