Poll: How many Unique Digits are in your SS#?

[dman]

Just a meaningless poll.

 

[SaltBoy]

Boy, you must be EXTREMELY bored today...

 

[dman]

On a monthly status call from work. It's a boring meeting.

 

[Hoober]

Originally posted by: dman6666
Just a meaningless poll.

I think that would require too much brain power to determine. I'd have to write something down to keep track.

 

[StageLeft]

5

 

[minendo]

8. So close to 9.

 

[dman]

Originally posted by: Hoober

Originally posted by: dman6666
Just a meaningless poll.

I think that would require too much brain power to determine. I'd have to write something down to keep track.

You can now choose the # 1 option -- updated with an appropriate selection... imo.

 

[Hoober]

Originally posted by: dman6666

Originally posted by: Hoober

Originally posted by: dman6666
Just a meaningless poll.

I think that would require too much brain power to determine. I'd have to write something down to keep track.

You can now choose the # 1 option -- updated with an appropriate selection... imo.

Excellent!

 

[lilFajita]

i wrote it down

 

[mpitts]

6

 

[dabuddha]

5 here

 

[gooseman]

3

 

[TallBill]

only 4 here

 

[Cyco]

4

 

[dman]

Just got me thinking... If you have 9 unique digits, and there are 9 places in the number and only 10 numbers to choose from, what's the most people that can have that? By my calculations it's 810. Does that sound right? I never took statistics! <-edit = wrong.

 

[minendo]

Originally posted by: dman6666
Just got me thinking... If you have 9 unique digits, and there are 9 places in the number and only 10 numbers to choose from, what's the most people that can have that? By my calculations it's 810. Does that sound right? I never took statistics!

Wouldn't it be 10!?

N/M that is all possible combinations.

 

[dman]

My reasoning:

9 Digits times 9 locations = 81 possible. (you can actually rule a few of these out for SS#'s because they haven't gotten up past 7 for the first digit, so that takes away a few 'real' combinations). But assuming the maximum...

And there are 10 digits * 81 (possible combinations with 9 spots) 81 * 10 = 810.

I could be very wrong. [edit]I don't think so though. I think some of the 9 voters lied. Otherwise we'd have a nice bell curve and we don't! Take that! [/edit]

 

[Deeko]

5

 

[thawolfman]

Originally posted by: cyco5150
4

 

[Nitemare]

I have 5 of the same number in mine, 2 unique numbers

 

[dman]

7

 

[Smolek]

8

 

[crab]

6

 

[ElFenix]

7

 

[Tom]

How many unique digits are in your ATM code ?