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/sci/ - Science & Math

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9167773 No.9167773 [Reply] [Original]

How many numbers are between 0 and 1?

>> No.9167777

64

>> No.9167784

[math] 2^{\aleph_0} [/math]

>> No.9167811

>>9167773
Like seven or something

>> No.9167814

>>9167773
idk lim 0 -> 1 or some shit

>> No.9167837
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9167837

>>9167773
leave the serious maths to the big brains, you brainlet

>> No.9167842

Amgam Rager

>> No.9167851

1 because 1-0=1

>> No.9168357

>>9167837
Surely you could answer such a simple question.

>> No.9168386

>>9167784
this

or in brainlet's terms, uncountably infinite

>> No.9168409

>>9167784
>assuming theorems that are undecidable in standard mathematics and unproven in non-standard mathematics
vsauce fuck detected.

>> No.9168422
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9168422

>>9167851
>1 because 1-0=1
*ding ding ding*
what's that?
it's time for you to leave this board!
no, seriously! your post is so retarded you must now leave the board according to the No Brainlet Act of 2010!


Just kidding, but your post is still fucking wRoNG

>> No.9168657

>>9168386
Does that mean the concept of numbers as a whole is impossible? Because the space between them are technically infinite?

>> No.9168715

>>9167773
>How many numbers are between 0 and 1?
That's three letters.

>> No.9168738

>>9168657
How does that follow? Is it requisite that the space between numbers be finite?

>Babby's first weed-inspired math theory

>> No.9168739

>>9168715
And two spaces, brainlet.

>> No.9168749

The set of real numbers between 0 and 1 is uncountably infinite.

>> No.9168758
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9168758

As many as i wish.
Math is a tool. I shape that tool for the problem.
If that context requires integers thare are no Numbers between zero and one

If that problem requires the rationals there are countably infinite if that problem requires reals there are... more.

If that problem requires 1/32 there are 31.

There are exactly as many numbers between 0 and 1 as i please.

>> No.9168768

If we go by 0.1 and so on possibly infinite

>> No.9168771

>>9167773
many as we can represent using all matter in the visible universe. Finitism for the win!

>> No.9168783

ж

where ж is defined to be the answer to this question

>> No.9168800

>>9167784
can't even be bothered to hide the Jewish tricks

>> No.9168894

Didn't define "numbers", "1", or "0"

So undefined

I was told there would be tendies and cute girl feetsies?

>> No.9169066

>>9168409
it's an axiom in my mathematics

>> No.9169112

>>9168409
ive never watched a single vsauce video and this was my conception. [math]2^{\aleph_0}[/math] is taught as standard in an analysis course.

>> No.9169120

3 pounds

>> No.9169284

>>9167773
three

>> No.9169290

>>9168758
*notices bulge*
OwO what's this?

>> No.9169293

>>9167773
>numbers
...of which kind?

>> No.9169306

>>9168771
Nobody is ever going to represent some big number using all matter in the universe. So why would that make more sense than infinity ?

>> No.9169319

>>9167773
>
for 0 >= x >= 1 what values can x take in Z space

> the answer is 2, the values 0 and 1
Number:
an arithmetical value, expressed by a word, symbol, or figure, representing a particular quantity and used in counting and making calculations and for showing order in a series or for identification.

>> No.9169341

>>9167773
As many as you want to define, or I should say, allow, with an axiomatic system.

>> No.9171023

>>9168738
Because that would mean infinity exists if it does.

>> No.9171110

So if you move your finger 1 inch you have just moved through an infinite amount of coordinates in space. Correct?

>> No.9171116

>>9171023
>>9171110
https://en.wikipedia.org/wiki/Zeno's_paradoxes#Achilles_and_the_tortoise

read it baby

>> No.9171136

>>9171116

Was Zeno the greatest troll of ancient Greek philosophy?

His arguments remind me of the flat earthers on /pol/.

>> No.9171140

>>9171136
>troll
thats not diogenes

>> No.9171161

>>9171140

>https://en.wikipedia.org/wiki/Diogenes
>It was in Corinth that a meeting between Alexander the Great and Diogenes is supposed to have taken place. [...] while Diogenes was relaxing in the morning sunlight, Alexander, thrilled to meet the famous philosopher, asked if there was any favour he might do for him. Diogenes replied, "Yes, stand out of my sunlight." Alexander then declared, "If I were not Alexander, then I should wish to be Diogenes." "If I were not Diogenes, I would still wish to be Diogenes.", Diogenes replied.

savage

>> No.9171179

How does the number of numbers between 0 and 1 compare to the number of numbers between 0 and 2?

>> No.9172308

>>9167773
3 mana 4/1

>> No.9173103

>>9168409
[math]|\mathbb{R}|=2^{\aleph_0}[/math] is well-known.
The continuum hypothesis is whether [math]|\mathbb{R}|=\aleph_1[/math].

>> No.9173121

none