View topic - Got it, Thanks

unforum
a.r.g.b.b

Welcome!

New users, PLEASE read these forum guidelines. New posters, SEARCH before posting and read these rules before posting your killer new campaign. New players may also wish to peruse the ARG Player Tutorial.

All users must abide by the Terms of Service.

Website Restoration Project

This archiving project is a collaboration between Unfiction and Sean Stacey (SpaceBass), Brian Enigma (BrianEnigma), and Laura E. Hall (lehall) with
the Center for Immersive Arts.

Announcements

This is a static snapshot of the
Unfiction forums, as of
July 23, 2017.

This site is intended as an archive to chronicle the history of Alternate Reality Games.

Our Esteemed Contributors

The time now is Tue Nov 12, 2024 9:52 pm
All times are UTC - 4 (DST in action)

View posts in this forum since last visit
View unanswered posts in this forum

Calendar

Forum index » Diversions » The Master Theorem

Got it, Thanks
Moderators: Cougar Draven

Page 1 of 1 [3 Posts]

Author

Message

Annie
Kilroy

Joined: 06 Oct 2011
Posts: 2

Got it, Thanks

Got it Thanks.

Spoiler (Rollover to View):

use the numbers on the colored balls to plug into your probability fractions...

Posted: Thu Oct 06, 2011 1:59 am

paramis
Boot

Joined: 02 May 2011
Posts: 13

RE: Got it, Thanks

I'm still stuck, sadly.

You said to

Spoiler (Rollover to View):

use the colored ball number to plug into probability fraction)

But if I take the first one, for examle black 1 and plug it into the 1/4 of probability I still get 1/4. If I'm supposed to take that to x/26 I end up with a weird fraction. And if I'm supposed to multiply it by the number that turns the added all numbers denominator into the common denom of 26, I still get 1/2.

I am addled and confused. Thanks.

Posted: Thu Oct 06, 2011 2:04 am

HUH
Guest

Re: Got it, Thanks

Annie wrote:

Got it Thanks.

Spoiler (Rollover to View):

use the numbers on the colored balls to plug into your probability fractions...

Spoiler (Rollover to View):

1/4 of 1, 2/5 or 12 or 6, 1/56 05 3 the 1/56 of 2 etc gives trahs as far as I can see

Applying the correction factors to make the group sum equal 26 doesn't help

Posted: Thu Oct 06, 2011 2:11 am

Display posts from previous: Sort by:

Page 1 of 1 [3 Posts]

Forum index » Diversions » The Master Theorem

Jump to:

You cannot post new topics in this forum
You cannot reply to topics in this forum
You cannot edit your posts in this forum
You cannot delete your posts in this forum
You cannot vote in polls in this forum
You cannot attach files in this forum
You can download files in this forum
You cannot post calendar events in this forum