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#1 2012-07-21 21:13:43

ftf841
Mod Share-er
Registered: 2012-06-03
Posts: 38
Website

Pi

talk about pi here.
First few digits of Pi:
3.141592653589793238462643383279502884197169399375105820974944592307816406286
[please do not post such long items on the forums!]

Last edited by LS97 (2012-07-22 12:04:03)


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#2 2012-07-21 21:53:15

jacob
Mod Share Team (now jvvg)
From: Eastern United States
Registered: 2011-12-25
Posts: 375
Website

Re: Pi

Pi is a cool number.


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#3 2012-07-21 22:58:52

ftf841
Mod Share-er
Registered: 2012-06-03
Posts: 38
Website

Re: Pi

jacob wrote:

Pi is a cool number.

it has lot's of digits tongue


Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa!

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#4 2012-07-21 23:01:07

jacob
Mod Share Team (now jvvg)
From: Eastern United States
Registered: 2011-12-25
Posts: 375
Website

Re: Pi

ftf841 wrote:
jacob wrote:

Pi is a cool number.

it has lot's of digits tongue

lots wink

Arrg, I need to fix the AJAX posting. Looks like I'll be spending more quality time with Notepad++... tongue


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Fear me, all powerful forum moderator! tongue

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#5 2012-07-21 23:12:48

ftf841
Mod Share-er
Registered: 2012-06-03
Posts: 38
Website

Re: Pi

jacob wrote:
ftf841 wrote:
jacob wrote:

Pi is a cool number.

it has lot's of digits tongue

lots wink

Arrg, I need to fix the AJAX posting. Looks like I'll be spending more quality time with Notepad++... tongue

????????????????????????????????????????????????????????????????????? I am not fimiliar with forum coding tongue


Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa!

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#6 2012-07-21 23:30:40

jacob
Mod Share Team (now jvvg)
From: Eastern United States
Registered: 2011-12-25
Posts: 375
Website

Re: Pi

ftf841 wrote:
jacob wrote:
ftf841 wrote:
jacob wrote:

Pi is a cool number.

it has lot's of digits tongue

lots wink

Arrg, I need to fix the AJAX posting. Looks like I'll be spending more quality time with Notepad++... tongue

????????????????????????????????????????????????????????????????????? I am not fimiliar with forum coding tongue

The quick post tool is damaged. I am about to spend a lot of time fixing it.


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#7 2012-07-21 23:38:17

jacob
Mod Share Team (now jvvg)
From: Eastern United States
Registered: 2011-12-25
Posts: 375
Website

Re: Pi

Even weirder...the error is just for admins. tongue


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#8 2012-07-22 08:50:16

ftf841
Mod Share-er
Registered: 2012-06-03
Posts: 38
Website

Re: Pi

somthing like: onclick if (admin) "alert('acces denied!'); return false;"> ? tongue

Last edited by ftf841 (2012-07-22 12:48:43)


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#9 2012-07-22 12:49:08

jacob
Mod Share Team (now jvvg)
From: Eastern United States
Registered: 2011-12-25
Posts: 375
Website

Re: Pi

[scratchblocks]
when I receive [AJAX posting has bugs v]
repeat until <(AJAX post for admins) = [fixed]>
cry
try to fix
end
[/scratchblocks]


zwgbewe1gbewzygbewizgbew
Fear me, all powerful forum moderator! tongue

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#10 2012-07-22 12:52:11

ftf841
Mod Share-er
Registered: 2012-06-03
Posts: 38
Website

Re: Pi

jacob wrote:

[scratchblocks]
when I receive [AJAX posting has bugs v]
repeat until <(AJAX post for admins) = [fixed]>
cry
try to fix
end
[/scratchblocks]

[scratchblocks]
forever if <admin>
repeat [∞]
block from page
end
[/scratchblocks]

Last edited by ftf841 (2012-07-22 12:53:08)


Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa! Stop Cispa!

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#11 2012-07-23 10:07:00

RedRocker227
Mod Share-er
Registered: 2012-04-17
Posts: 14

Re: Pi

I know like 100 digits.

Last edited by RedRocker227 (2012-07-23 10:07:54)

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#12 2012-07-23 14:40:34

ftf841
Mod Share-er
Registered: 2012-06-03
Posts: 38
Website

Re: Pi

RedRocker227 wrote:

I know like 100 digits.

I had 100,000 digits up there on the first post but it got removed because it was WWWWWWWWWWWWWWWWWWWWWAAAAAAAAAAAAAAAAAAAAAAAAAYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYY to long.


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#13 2012-07-23 22:31:18

sanjayraj
Mod Share-er
Registered: 2012-05-01
Posts: 80

Re: Pi

Pi is a long number.

Last edited by sanjayraj (2012-07-23 22:34:53)


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#14 2012-07-24 09:38:49

SJRCS_011
Community Moderator
From: Northeastern United States
Registered: 2012-01-15
Posts: 143
Website

Re: Pi

sanjayraj wrote:

Pi is a long number.

it's more than long, it's infinitely long  tongue
or is it infinitely infinitely long?  or infinitely infinitely infinitely long? or.......

Last edited by SJRCS_011 (2012-07-24 09:40:47)


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#15 2012-09-24 21:32:59

dvd4
Mod Share-er
Registered: 2012-09-24
Posts: 149

Re: Pi

SJRCS_011 wrote:
sanjayraj wrote:

Pi is a long number.

it's more than long, it's infinitely long  tongue
or is it infinitely infinitely long?  or infinitely infinitely infinitely long? or.......

infinite x infinite = infinite,so wether it has one or multiple infinites don't make a difference.


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#16 2012-09-25 03:28:40

LS97
Mod Share Team
Registered: 2012-01-14
Posts: 218

Re: Pi

dvd4 wrote:
SJRCS_011 wrote:
sanjayraj wrote:

Pi is a long number.

it's more than long, it's infinitely long  tongue
or is it infinitely infinitely long?  or infinitely infinitely infinitely long? or.......

infinite x infinite = infinite,so wether it has one or multiple infinites don't make a difference.

Actually, infinity is an abstract number that per se does not have any value.

To find out the actual value of infinity one must go back to the function that created the infinity and perform some calculus on it. Then, once you get that value (the real value of that infinity), squaring it as you did here will give rise to a completely different value.


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#17 2012-09-25 07:50:52

SJRCS_011
Community Moderator
From: Northeastern United States
Registered: 2012-01-15
Posts: 143
Website

Re: Pi

LS97 wrote:
dvd4 wrote:
SJRCS_011 wrote:

it's more than long, it's infinitely long  tongue
or is it infinitely infinitely long?  or infinitely infinitely infinitely long? or.......

infinite x infinite = infinite,so wether it has one or multiple infinites don't make a difference.

Actually, infinity is an abstract number that per se does not have any value.

To find out the actual value of infinity one must go back to the function that created the infinity and perform some calculus on it. Then, once you get that value (the real value of that infinity), squaring it as you did here will give rise to a completely different value.

my brain just exploded XD


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#18 2012-09-25 18:28:10

dvd4
Mod Share-er
Registered: 2012-09-24
Posts: 149

Re: Pi

LS97 wrote:
dvd4 wrote:
SJRCS_011 wrote:

it's more than long, it's infinitely long  tongue
or is it infinitely infinitely long?  or infinitely infinitely infinitely long? or.......

infinite x infinite = infinite,so wether it has one or multiple infinites don't make a difference.

Actually, infinity is an abstract number that per se does not have any value.

To find out the actual value of infinity one must go back to the function that created the infinity and perform some calculus on it. Then, once you get that value (the real value of that infinity), squaring it as you did here will give rise to a completely different value.

let me see … 8 + 90 degrees = infinity (there for) 64 + 90*90= infinity squared and 8 + 90 isn't 64 + 90*90,so you are right


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#19 2012-09-26 06:00:53

LS97
Mod Share Team
Registered: 2012-01-14
Posts: 218

Re: Pi

dvd4 wrote:

let me see … 8 + 90 degrees = infinity (there for) 64 + 90*90= infinity squared and 8 + 90 isn't 64 + 90*90,so you are right

Eeehhm... no. Not exactly.

(8 + 90) squared is not 64 + 90*90.

try it yourself, if you've studied the distributive property:
(8 + 90) * (8 + 90) = 8 * (8 + 90)  +  90 * (8 + 90)

(this is the same concept that lies behind 12 * 4 = 10 * 4  +  2 * 4, something we do all the time to multiply complicated numbers more easily).

So, back to expanding the line above into something more readable:
8 * (8 + 90)  +  90 * (8 + 90)
8 * 8 + 8 * 90 + 90 * 8 + 90 * 90

Now let's get that more compact:

8² + 90² + 8 * 90 * 2

That's quite different from what you said (8² + 90²).

There's actually a whole theorem about this, if you want a more clear explanation it's on Wikipedia. It's called
(a + b)² = a² + b² + 2ab

Last edited by LS97 (2012-09-26 06:01:53)


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#20 2012-09-26 14:30:07

dvd4
Mod Share-er
Registered: 2012-09-24
Posts: 149

Re: Pi

LS97 wrote:
dvd4 wrote:

let me see … 8 + 90 degrees = infinity (there for) 64 + 90*90= infinity squared and 8 + 90 isn't 64 + 90*90,so you are right

Eeehhm... no. Not exactly.

(8 + 90) squared is not 64 + 90*90.

try it yourself, if you've studied the distributive property:
(8 + 90) * (8 + 90) = 8 * (8 + 90)  +  90 * (8 + 90)

(this is the same concept that lies behind 12 * 4 = 10 * 4  +  2 * 4, something we do all the time to multiply complicated numbers more easily).

So, back to expanding the line above into something more readable:
8 * (8 + 90)  +  90 * (8 + 90)
8 * 8 + 8 * 90 + 90 * 8 + 90 * 90

Now let's get that more compact:

8² + 90² + 8 * 90 * 2

That's quite different from what you said (8² + 90²).

There's actually a whole theorem about this, if you want a more clear explanation it's on Wikipedia. It's called
(a + b)² = a² + b² + 2ab

that's the only thing you realized ? lol


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#21 2012-09-26 15:10:30

LS97
Mod Share Team
Registered: 2012-01-14
Posts: 218

Re: Pi

dvd4 wrote:
LS97 wrote:
dvd4 wrote:

let me see … 8 + 90 degrees = infinity (there for) 64 + 90*90= infinity squared and 8 + 90 isn't 64 + 90*90,so you are right

Eeehhm... no. Not exactly.

(8 + 90) squared is not 64 + 90*90.

try it yourself, if you've studied the distributive property:
(8 + 90) * (8 + 90) = 8 * (8 + 90)  +  90 * (8 + 90)

(this is the same concept that lies behind 12 * 4 = 10 * 4  +  2 * 4, something we do all the time to multiply complicated numbers more easily).

So, back to expanding the line above into something more readable:
8 * (8 + 90)  +  90 * (8 + 90)
8 * 8 + 8 * 90 + 90 * 8 + 90 * 90

Now let's get that more compact:

8² + 90² + 8 * 90 * 2

That's quite different from what you said (8² + 90²).

There's actually a whole theorem about this, if you want a more clear explanation it's on Wikipedia. It's called
(a + b)² = a² + b² + 2ab

that's the only thing you realized ? lol

And btw, what's up with the degrees?


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#22 2012-09-26 15:12:46

dvd4
Mod Share-er
Registered: 2012-09-24
Posts: 149

Re: Pi

LS97 wrote:
dvd4 wrote:
LS97 wrote:

Eeehhm... no. Not exactly.

(8 + 90) squared is not 64 + 90*90.

try it yourself, if you've studied the distributive property:
(8 + 90) * (8 + 90) = 8 * (8 + 90)  +  90 * (8 + 90)

(this is the same concept that lies behind 12 * 4 = 10 * 4  +  2 * 4, something we do all the time to multiply complicated numbers more easily).

So, back to expanding the line above into something more readable:
8 * (8 + 90)  +  90 * (8 + 90)
8 * 8 + 8 * 90 + 90 * 8 + 90 * 90

Now let's get that more compact:

8² + 90² + 8 * 90 * 2

That's quite different from what you said (8² + 90²).

There's actually a whole theorem about this, if you want a more clear explanation it's on Wikipedia. It's called
(a + b)² = a² + b² + 2ab

that's the only thing you realized ? lol

And btw, what's up with the degrees?

what happens when you rotate 8 90 degrees ? infinity lol


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#23 2012-09-26 15:13:43

LS97
Mod Share Team
Registered: 2012-01-14
Posts: 218

Re: Pi

dvd4 wrote:
LS97 wrote:
dvd4 wrote:

that's the only thing you realized ? lol

And btw, what's up with the degrees?

what happens when you rotate 8 90 degrees ? infinity lol

clever tongue
except i woudln't have used a + sign


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#24 2012-09-26 15:29:09

dvd4
Mod Share-er
Registered: 2012-09-24
Posts: 149

Re: Pi

LS97 wrote:
dvd4 wrote:
LS97 wrote:

And btw, what's up with the degrees?

what happens when you rotate 8 90 degrees ? infinity lol

clever tongue
except i woudln't have used a + sign

what sign would you have used ?


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#25 2012-09-27 15:04:24

playzooki
New Mod Share-er
Registered: 2012-07-12
Posts: 48

Re: Pi

LS97 wrote:
dvd4 wrote:

let me see … 8 + 90 degrees = infinity (there for) 64 + 90*90= infinity squared and 8 + 90 isn't 64 + 90*90,so you are right

Eeehhm... no. Not exactly.

(8 + 90) squared is not 64 + 90*90.

try it yourself, if you've studied the distributive property:
(8 + 90) * (8 + 90) = 8 * (8 + 90)  +  90 * (8 + 90)

(this is the same concept that lies behind 12 * 4 = 10 * 4  +  2 * 4, something we do all the time to multiply complicated numbers more easily).

So, back to expanding the line above into something more readable:
8 * (8 + 90)  +  90 * (8 + 90)
8 * 8 + 8 * 90 + 90 * 8 + 90 * 90

Now let's get that more compact:

8² + 90² + 8 * 90 * 2

That's quite different from what you said (8² + 90²).

There's actually a whole theorem about this, if you want a more clear explanation it's on Wikipedia. It's called
(a + b)² = a² + b² + 2ab

Im perfectly capable of quadratic equations, wikipedia. tongue


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