datargumme
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Date Signed Up:  11/21/2011 
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latest user's comments
#10  There is no last 7 digits of pi, since it is a transcendental … [+] (1 new reply)  06/04/2015 on Aint no hackers today  +9 
#56 
anon (06/04/2015) [] Thankyou somebody else said it so I don't have to. I'm sometimes worried about some of the... Er.... ...the "intelectual variety" on this website.  
#132  What movie is that from? [+] (1 new reply)  05/31/2015 on DO IT FOR HER  1 
 
#36  Picture  05/20/2015 on anon goes to college  +31 
#29  Why does the cursor move in such a wierd manner when he was in… [+] (1 new reply)  05/16/2015 on Patrolling Venus and this...  0 
 
#83  I am not saying that it will become one half, i said that ther…  05/03/2015 on ((2.3134)(3442.3))/((r)(b)(...  0 
#81  You can think of it this way, no matter what finite number you… [+] (2 new replies)  05/03/2015 on ((2.3134)(3442.3))/((r)(b)(...  0 
#82 
WATCHAGUNADOBOUTIT (05/03/2015) [] well with that logic, if it goes to infinity, everything will become one half. It'll just happen slower, it's b.s. logic #83 
datargumme (05/03/2015) [] I am not saying that it will become one half, i said that there will be an infinite ammount of parts that is greater than one half. I could might as well have constructed it like this: 1 +1/2 +1/3+1/4 +1/5+1/6+1/7+1/8 +1/9+1/10+1/11+1/12+1/12+1/13+1/14+1/15+1/16 ... +1/(2^{n1}+1)+1/(2^{n1}+2)+1/(2^{n1}+3)+...+1/{2^n) Now there is an infinite ammount of parts, where they all have the value 1. An infinite ammount of ones, diverges. I would suggest you do some research on the subject instead of simply calling it b.s. logic. The first proof of it was done by Nicole Oresme, who was born in the 1300's, you can look up his proof, it is solid. A huge number of mathematicians have done diffrent proofs for the same thing, and they all conclude that the series diverges. You can try for yourself to contruct a proof that the series converges, i can tell you allready that you will fail.  
#78  It is quite common for proofs in the subject mathematical anal…  05/03/2015 on ((2.3134)(3442.3))/((r)(b)(...  0 
#76  1+1/2+1/3+...+1/n+...=sum {n=1}^{infinity}(1/n) You c… [+] (4 new replies)  05/03/2015 on ((2.3134)(3442.3))/((r)(b)(...  0 
#79 
WATCHAGUNADOBOUTIT (05/03/2015) [] So it's the limit in a sense... It still is bull shit and doesn't make sense though. #81 
datargumme (05/03/2015) [] You can think of it this way, no matter what finite number you come up with, i can give you a finite n, where the sum 1+1/2+1/3+1/4+...+1/n is greater than your number. You can try it out your self with a mathematics program. But there are sums which converges, an example is 1+1/2+1/4+1/8+1/16+...+1/n^2, that sum converges towards 2. It might be counter intuitive, but you can find a lot of people on the internet who can give a more rigorous explanation on why 1/n diverges. I kinda skipped the last part where you have to prove that every segment of my series is greater than 1/2, which is doable but i cant bother right now, you an look it up on the internet if you want the whole proof. #82 
WATCHAGUNADOBOUTIT (05/03/2015) [] well with that logic, if it goes to infinity, everything will become one half. It'll just happen slower, it's b.s. logic #83 
datargumme (05/03/2015) [] I am not saying that it will become one half, i said that there will be an infinite ammount of parts that is greater than one half. I could might as well have constructed it like this: 1 +1/2 +1/3+1/4 +1/5+1/6+1/7+1/8 +1/9+1/10+1/11+1/12+1/12+1/13+1/14+1/15+1/16 ... +1/(2^{n1}+1)+1/(2^{n1}+2)+1/(2^{n1}+3)+...+1/{2^n) Now there is an infinite ammount of parts, where they all have the value 1. An infinite ammount of ones, diverges. I would suggest you do some research on the subject instead of simply calling it b.s. logic. The first proof of it was done by Nicole Oresme, who was born in the 1300's, you can look up his proof, it is solid. A huge number of mathematicians have done diffrent proofs for the same thing, and they all conclude that the series diverges. You can try for yourself to contruct a proof that the series converges, i can tell you allready that you will fail.  
#106  As you can see, the calculater agrees with merrrione, you can … [+] (1 new reply)  02/27/2015 on Bill Nye the twitter guy  +2 
#24  Anyone got the picture of the nazi vehicle that trapped things…  02/22/2015 on WallE: Fully Operational...  0 