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   Got to do with 3
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   Author  Topic: Got to do with 3  (Read 557 times)
Noke Lieu
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Got to do with 3  
« on: Apr 29th, 2004, 10:49pm »
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Was mucking around, and stumbled across this series:
 
3,4,3,6,7,6,9,10,9,12,13,12....
 
Rather than what's the next in the series- What was I doing?
Whislt 'tis is open ended (and I appologise for that)- there is (at least) one firm answer.  
Bear in mind its in Easy.
 
 
3, 6, 6, 12, 17, 17, 24... (assuming I can count) is the bigger brother.
 
« Last Edit: Apr 29th, 2004, 11:07pm by Noke Lieu » IP Logged

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Benoit_Mandelbrot
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Re: Got to do with 3  
« Reply #1 on: May 4th, 2004, 9:36am »
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This is an easy one.  I just got around to looking down the list.  The top one is :: ...,15,16,15,18,19,18,21,22,21,....  lets have the first three numbers be the first grouping of three.  a0 is now a list, being a0={3,4,3}.  an=a0+3n={3+3n,4+3n,3+3n}. ::
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Re: Got to do with 3  
« Reply #2 on: May 4th, 2004, 11:29am »
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Quote:
Bear in mind its in Easy.

OK.  
 
Quote:
What was I doing?

Mucking around.  
 
Got any harder ones?
 
« Last Edit: May 4th, 2004, 12:17pm by ThudnBlunder » IP Logged

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Sameer
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Re: Got to do with 3  
« Reply #3 on: May 4th, 2004, 12:41pm »
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on May 4th, 2004, 11:29am, THUDandBLUNDER wrote:

OK.  
 
Mucking around.  
 
Got any harder ones?
 

 Grin I would agree that is most accurate answer.
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Noke Lieu
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Re: Got to do with 3  
« Reply #4 on: May 4th, 2004, 11:23pm »
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Mongrels! Cheesy
 
Okay- What was I mucking around with to get the series?
It has to do with three.  
Notice I didn't ask for the relationship- I am asking for what was I doing to generate the relationship, hence its a puzzle.
 
Sorry- I thought it'd be fairly implicit.
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Re: Got to do with 3  
« Reply #5 on: May 25th, 2004, 5:18pm »
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...and squares.  
Not 1,4,9,16 etc.
If I set an ordinary maths-type problem, you guys answer it before I've checked my spelling
(sooo good). But combine it with a bit of puzzling and its a bit harder...
« Last Edit: May 25th, 2004, 5:21pm by Noke Lieu » IP Logged

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