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1 month ago
Re: 0.999... = 1
I am wrong on a certain issue.
Consider a map, g, from N onto {0,1}
where N is the set {1, 2, 3, ...}
and such that g produces a sequence s_(n)
...
blasphemite • 1,653 views
MisterrLi
commented:
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2 months ago
Let's Play Knytt Stories : The Hunt Part 3 (Farik)
DID YOU REALLY HAVE TO PUT THAT THING THERE FARIK!? LIAREH!!!!
Colorado23230 • 9 views
MisterrLi
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2 months ago
Let's Play Knytt Stories : The Hunt Part 1 (Farik)
The Hunt Begins...
Colorado23230 • 13 views
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2 months ago
Let's Play Knytt Stories : Chamber of Trials Part 4/5 (Fredolum)
Sorry for the low quality video, I have to cut the video in half in Windows Movie Maker cause the whole video is 17 minutes long (too long for Yout...
Colorado23230 • 12 views
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2 months ago
Let's Play Knytt Stories : Chamber of Trials Part 2/5 (Fredulom)
Part 2, this game is starting to get on my nerves.
Colorado23230 • 4 views
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2 months ago
Let's Play Knytt Stories : Blockland (TheoX)
A nice colorful level for beginners.
Colorado23230 • 9 views
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2 months ago
0.999... = 1 [PROOF]
This is my proof that I devised to show that 0.999... [nonterminating] is in fact equal to 1.
It will work for 2.999... = 3, 1.999... = 2
It will...
TheWinnieston • 70 views
MisterrLi
commented:
The thing is, you don't need a proof to show 1=0.999... because it is all in the definition of
the standard real numbers (which I suppose you are using). If you use non-standard real
numbers, it is not so clear. And multiplying numbers with repeating digits by 10 is not
necessary giving you the s...
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5 months ago
Rock Solid Proof that 0.999... = 1
I have long debated with people who are skeptic or refute the fact that:
0.999... = 1
In an attempt to prove once and for all that it does equal ex...
anticorncob6 • 577 views
MisterrLi
commented:
@anticorncob6 If you agree to what I just said, why trying to prove what is already stated in the definition of the standard real numbers? "...defining expansions like 0.9999... and 1.0000... to be equivalent,..." from Construction_of_the_real_numbers at wikipedia makes this clear. See also Infin...
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6 months ago
Zeno's Paradox-Series on Infinity Part 1
Zeno's Paradox is an early (ancient Greece) confrontation with infinity and infinitesimal. It took around 2,000 years to resolve the paradox, usin...
Davidson1956 • 17,835 views
MisterrLi
commented:
By adding 1/2, 1/4, 1/8... you will get 1 in the end ONLY if you disregard the
infinitesimal difference between the sum and 1, as the standard real numbers
are defined to do. They are Dedekind complete, which means that infinitesimal
differences are neglected from the real numbers. If you use hyp...
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7 months ago
Why does 1=0.999...?
A common question, why does 1=0.999...
If you want to know more, Wikipedia has a good article on the subject http://en.wikipedia.org/wik......
singingbanana • 35,298 views
MisterrLi
commented:
The problem with a proof for 1 = 0.999... is that it is completely unnecessary because it is true by definition of the standard real numbers. The standard real numbers have been defined to not contain any infinitesimals, and when an infinitesimal difference occur it is simply disregarded. If you ...
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9 months ago
Nocturne
Taube-stipendiaten Stina Karlsson och Dan Lindén i Grebbestad 2005. Detta var Stinas första konsert med Taube-repertoar. Även Lars-Eric Frendberg m...
vocalfreek • 4,509 views
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9 months ago
Så skimrande var aldrig havet Julia 10 år fiol
hemsidor www.juliafrolich.se
www.sabinahenriksson.se
www.kallepersson.dinstudio.se
där du kan lyssna på Kalle o Julia i timtal.
Juliusfrolich • 134 views
MisterrLi
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9 months ago
Sven-Bertil Taube***Så skimrande var aldrig havet
1970 EMI Music Sweden
TheChaffinch • 43,010 views
MisterrLi
commented:
Så skimrande var aldrig havet
Och stranden aldrig så befriande
Fälten, ängarna och träden
Aldrig så vackra
Och blommorna aldrig så ljuvligt doftande
Som när du gick vid min sida
Mot solnedgången, aftonen den underbara
Då din lockar dolde mig för världen
Medan du dränkte alla mina sorger
Älsklin...
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10 months ago
Let's Play Knytt Stories: Mashup SE [Part 03] (Stopped)
Well, at least no more screeching.
mechamind90 • 19 views
MisterrLi
liked
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10 months ago
Point Nine Forever _ JAMES TANTON
An answer to the age old mathematics question: Does 0.999... equal one or does it not?
DrJamesTanton • 1,155 views
MisterrLi
commented:
@synackfin Well, the standard real numbers have no infinitesimal or infinite values in them by definition. What do you do then when such a value appears in your calculation? You pretend it is not there? Of course there are no standard reals between 1 and 0.999... but other kinds of numbers can b...
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11 months ago
Let's Play Knytt Stories: The Journey Home [Part 03] (Final)
But my internet fails during the upload, so it insists I leave this a cliffhanger?
mechamind90 • 28 views
MisterrLi
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11 months ago
Let's Play Knytt Stories: Milk's Quest Part 6
Why did he/she suggest this to me??!!
puzzlepro97 • 165 views
MisterrLi
commented:
test
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11 months ago
MisterrLi
liked
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11 months ago
Wolfgang Amadeus Mozart - Divertimento in D major KV 136
Number: KV 136 Composer: Wolfgang Amadeus Mozart Date: March 1772 Place: Salzburg, Austria Extra: Als called as 'The Salzburg Symphony No. 1' I. A...
581983141 • 3,676 views
MisterrLi
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11 months ago
Mozart Divertimento in D Major KV 136
Gábor Csonka - 1st violin,
Viktor Uhrin - 2nd violin,
János Markó - viola,
Marcell Vámos - violoncello
kovezett • 144,604 views
MisterrLi
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11 months ago
Let's Play Knytt Stories: Milk's Quest Part 3
I dont know what to do...PLEASE HELP ME!!
puzzlepro97 • 15 views
MisterrLi
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11 months ago
Let's Play Knytt Stories: Milk's Quest Part 5
Stuck and my brother isn't too encouraging!!
puzzlepro97 • 18 views
MisterrLi
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11 months ago
Let's Play Knytt Stories: Milk's Quest Part 4
This is getting interesting... sort of!!
puzzlepro97 • 6 views
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11 months ago
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11 months ago
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11 months ago
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11 months ago
Let's Play Knytt Stories: Temple of the Sun Part 3
Part 3!! Lost Again!!
puzzlepro97 • 13 views
MisterrLi
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11 months ago
Let's Play Knytt Stories: A Hero's Tale (Aldaquid) Part 1
Aldaquid's custom level part 1!!
puzzlepro97 • 14 views
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11 months ago
puzzlepro97 • 8 views
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11 months ago
@originalGawwad I didn't argue about listing the real numbers at all. The point was to make the argument about 1=0.999... a little richer. There are many perspectives you can take on numbers, and the real numbers also come in many different flavors with different definitions. There are real numbe...