View Full Version : Random moment. Help me find out how many..


PolarFish
11-19-2006, 11:51 AM
Alright, I'm going to say lets see how many number combos we can make out of the numbers 1, 2, 3, 4, 5, 6, 7, 8, 9 & 0 only using each digit once.
There is a rule that you must use ALL of the numbers every time!
(Try to get a unique number every time)
ok, so im not actually trying to find out how many combos, just seeing how long we can keep this thread going ;)

I'll start with
0123456789.

Numbers so far:

0123456789.
3579814026
3215487609
1046583729
0981273645
9876543210
8534609217
1234509876
0192387465
0198273645
1983526704
6098712543

3192547860
2109876543

kittenofthenight
11-19-2006, 12:01 PM
6580971, theirs mine

eboy
11-19-2006, 12:08 PM
uh...1790856 :D

hoboswendy
11-19-2006, 12:31 PM
3579814026 mine:rolleyes:

skipper
11-19-2006, 12:37 PM
7026418935 thats mine

PolarFish
11-19-2006, 01:01 PM
Be sure to use all the numbers, your number has to contain 1234567890 per number, but you cant use any digit more than once.

32165487609

MasterMario
11-19-2006, 01:27 PM
10465837298

GBShorts
11-19-2006, 01:43 PM
There's actually a mathematical equation to figure this one out...but I don't remember what it is. :P

wombat
11-19-2006, 01:52 PM
There are 3,628,800 possible combinations. Their is a statistical formula that can be used to figure this out for large groups of numbers but since you are only using 10 numbers here is the way to figure it out. You take each place and uses the number of combinations posible for each digit. The first number you have 10 choices, second 9 choices and so on. Then just multiply those numbers. 10x9x8x7x6x5x4x3x2=3,628,800.

Thenishall
11-19-2006, 01:54 PM
That means this thread will be going for a while ;).

Anywho, mine is..
0981273645

PolarFish
11-19-2006, 02:05 PM
lol, 'mathematical equations', just keep feeding me combos. ;)
See how long we can keep this thread going..

Thenishall
11-19-2006, 02:07 PM
Anyone have a program that spits out a 10 digit number that does not repeat? Heh, that would be nice ;)

evanrocks123
11-19-2006, 02:07 PM
I'm off today i dont want to think about math..lol. Here is mine: 9876543210

PolarFish
11-19-2006, 02:10 PM
8534609217

GreenGirlJess
11-19-2006, 03:34 PM
1234509876

^^ There's mine.

Slamina
11-19-2006, 03:39 PM
8976523401

PolarFish
11-19-2006, 04:19 PM
0192387465

sacura288
11-19-2006, 04:26 PM
0198273645

GBShorts
11-19-2006, 04:32 PM
Anyone have a program that spits out a 10 digit number that does not repeat? Heh, that would be nice ;)
Hah! the ultimate "random number generator".

There are 3,628,800 possible combinations. Their is a statistical formula that can be used to figure this out for large groups of numbers but since you are only using 10 numbers here is the way to figure it out. You take each place and uses the number of combinations posible for each digit. The first number you have 10 choices, second 9 choices and so on. Then just multiply those numbers. 10x9x8x7x6x5x4x3x2=3,628,800.

See? I told you there was a mathematical equation. :)

Capt.Winner
11-19-2006, 04:33 PM
That's interesting :) Hope to see where this thread goes!
Anyways, here's my number:
1983526704

Zebraa
11-19-2006, 04:35 PM
Anyone have a program that spits out a 10 digit number that does not repeat? Heh, that would be nice ;)

Actually, if you have a TI graphing calculator, you can do that. I just don't know how, but my math teacher does XD

winniesdapooh
11-19-2006, 04:35 PM
uh......0123456789
lolz :)

Eviie
11-19-2006, 04:43 PM
3192547860 Whoahh awesome! LOL

PolarFish
11-19-2006, 04:50 PM
Check first post, I've added all the combos so far.

GBShorts
11-19-2006, 05:57 PM
Check first post, I've added all the combos so far.

two of the numbers have one digit too many :) one has two 6's and one has two 7's. :)

PunkGuitarQueen
11-19-2006, 08:49 PM
2109876543
:D There's mine... We learned how to figure out how many possible solutions there are too... But I forget XD

~Queen~
:xmas5:

PolarFish
11-20-2006, 10:24 AM
6098712543