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Old 10-13-2004, 03:39 AM   #1

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I'm doing a survey... so please post your answer to the following:

What is the largest number you can write with only three digits?

Hint: It's not 999!

Have fun!!
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Old 10-13-2004, 10:10 AM   #2
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9^99
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Old 10-13-2004, 02:56 PM   #3
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9$99

Where a$b = (a^b)*(a*b)
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Old 10-13-2004, 03:38 PM   #4
 
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999 googolplex.

And remember, "I'm-a Luigi, number one!"
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Old 10-13-2004, 04:28 PM   #5
 
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Somenumber
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Old 10-13-2004, 08:06 PM   #6
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Wait: FFF.
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Old 10-14-2004, 03:23 PM   #7
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FFF with a little dash over the last F. That means the number goes on forever.

Or the infinity symbol three times. (meaning infinity times infinity times infinity.)

Or, if you don't like those two, WWW.

Let's say W is the greatest number for a base google system. That gets me thousands upon thousands of zeroes in the base 10 system.

I totally got you all pawnzzored in this one. Unless you're talking Base 10, in which I'm pretty sure it IS 999.

[ October 14, 2004, 03:25 PM: Message edited by: Glyph Phoenix has a new AM forum ]
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Old 10-14-2004, 03:39 PM   #8
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In base 10 it's 999 repeating. [img]smile.gif[/img]
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Old 10-14-2004, 05:15 PM   #9
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999!!!!!!!!!!!!!!!!!!...

[img]tongue.gif[/img]
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Old 10-17-2004, 04:40 PM   #10
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I believe that it's 9^9^9
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Old 10-19-2004, 11:57 PM   #11

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I guessed that too, Tik, and was told, "Close but not the cookie!!"

Well done to Link2000 who actually got the correct answer!!!

You're all fun, though, for participating!! *gives ya all marshmallows*
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Old 10-20-2004, 05:13 PM   #12
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What? But 9^9^9 is much less than infinity. It's less than 9$99 for that matter. I am outraged at the lack of marshmallows for me and everyone else.

I'm taking my complex mathematical symbols and going somewhere where we'll be appreciated.

[ October 20, 2004, 05:30 PM: Message edited by: Glyph Phoenix has a new AM forum ]
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Old 10-20-2004, 05:17 PM   #13
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And when is the factorial operator gonna get some repect too? Just because it's not a binary operator doesn't mean it doesn't have feelings like the rest of 'em.
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Old 10-20-2004, 05:19 PM   #14
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No respect, No respect, I tells ya.
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Old 10-20-2004, 06:22 PM   #15
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...

I don't know what the **** you're talking about.

...

Said the English major. [img]tongue.gif[/img]
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Old 10-20-2004, 10:19 PM   #16
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Quote:
Originally posted by Ace Mercury:
And when is the factorial operator gonna get some repect too? Just because it's not a binary operator doesn't mean it doesn't have feelings like the rest of 'em.
Ahhhhh, damn. Shoulda thought of that. !999 is definitely higher than 9^9^9... And it's "valid" too. [img]smile.gif[/img]

So I win, since Ace didn't flat out say it. Hah. 0wned.
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Old 10-29-2004, 03:47 PM   #17
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Except that Superfactorial kicks regular factorial's ass! The notation of superfactorial is: "$" (Yea, the dollar symbol)

999$ = So much bigger than anything you've ever imagined it isn't even funny. Seriously though look at how fast it grows:

1$ = 1
2$ = 4
3$ = (3^3^3^3^3^3)
4$ = (4^4^4^4^4^4^4^4^4^4^4^4^4^4^4^4^4^4^4^4^4^4^4^4)

999$ = A lot

Anyhow, if you think I made up superfactorial or you have no idea what it is, go here and you can read all about it.

[ October 29, 2004, 03:53 PM: Message edited by: Lord X ]
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Old 10-29-2004, 04:59 PM   #18
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Or how bout this.

999#

1# = 1
2# = 4
3# = 3&3&3&3&3&3, where 3&3 = 3~3~3~3~3~3, where 3~3 = 3$

Just because I made that **** up doesn't make it untrue.
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Old 11-04-2004, 12:42 PM   #19
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I sure hope the next time HotD has the amazing idea to do a maths quiz, she sets the rules in a way that prevents people from doing the stuff above.

I'd say something like the following:

What is the highest number you can create with just 3 base-10 digits and the mathematical operators found on a standard scientific calculator, without repeating any operator more than once?

That would entirely disallow superfactorials and created operations like ^.
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Old 11-04-2004, 02:26 PM   #20
 
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Dude, ^ is just typewriter lingo for an exponent.

And remember, "I'm-a Luigi, number one!"
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