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Alex's revenge, maybe...


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28 replies to this topic

#11 wins22

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Posted 17 January 2008 - 11:56 PM

Wow, that's really tricky... even with the code, it took me several minutes to figure out:P
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#12 BigRob

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Posted 21 February 2008 - 02:39 PM

Help, I've been staring at this one for hours and still can't find the relationship between "N" and the "(Nth term) - N".
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#13 tdh11

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Posted 21 February 2008 - 07:54 PM

1 = 3
2 = 3
3 = 5
...
wait


one = 3
two = 3
three = 5
four = 4
....
fifty = 5
...
sixtythree = 10
...
onehundred = 10
...

1 3+1 = 4
2 3+2 = 5
3 5+3 = 8
...
50 5+50 = 55
63 63+10 = 73
100 10+100 = 110
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#14 munkifisht

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Posted 03 March 2008 - 01:16 PM

The suggestion of subtracting N from the Nth term was a clue.
If you do it, you generate the third column in the following table.

Can you relate the numbers in the third column to N?
If you can, you've solved the puzzle.

N   Nth term [Nth term]-N
=   ======== ============
1	   4		 3
2	   5		 3
3	   8		 5
4	   8		 4
5	   9		 4
6	   9		 3
7	  12		 5
8	  13		 5
9	  13		 4
10	 13		 3
11	 17		 6
12	 18		 6
--	 --		 -
49	 58		 9
50	 55		 5
51	 59		 8
--	 --		 -
62	 70		 8
63	 73		10
64	 73		 9
--	 --		 -
99	109		10
100   110		10
101   114		13

Edit to remove spoiler for a day or two...


I got it, brill.
Spoiler for Don't ruin it. It's a good one, and easy to get to if you realise that it is a code.

Edited by munkifisht, 03 March 2008 - 01:21 PM.

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#15 theconstantine

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Posted 15 March 2008 - 12:53 PM

1 = 3
2 = 3
3 = 5
...
wait


one = 3
two = 3
three = 5
four = 4
....
fifty = 5
...
sixtythree = 10
...
onehundred = 10
...

1 3+1 = 4
2 3+2 = 5
3 5+3 = 8
...
50 5+50 = 55
63 63+10 = 73
100 10+100 = 110


Sorry, I bit confused in the first part, well till 12th u derived that 18-12=6, how did u derive at 50th->5
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#16 bonanova

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Posted 15 March 2008 - 01:42 PM

Sorry, I bit confused in the first part, well till 12th u derived that 18-12=6, how did u derive at 50th->5

The 50th term is 55.
Their difference is 5 = the number of letters in the word "fifty".
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The greatest challenge to any thinker is stating the problem in a way that will allow a solution.
- Bertrand Russell

#17 evanlapointe

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Posted 17 March 2008 - 07:40 PM

Yeah, you can make the explanation much simpler:

Spoiler for solution

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#18 Lost in space

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Posted 17 March 2008 - 09:46 PM

Is it possible that you have not gone further than 100 for a reason?
nine hundred and ninety nine thousand nine hundred and ninety nine.
What would you make of that using the same formula?
Spoiler for I make it

Back to our friend zero me thinks
Lost in ?????

Edited by Lost in space, 17 March 2008 - 09:47 PM.

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#19 Sharpshark

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Posted 29 March 2008 - 02:24 AM

Ok i did some number crunching and realized the pattern is something like this
-2, +3, -1, +1, -3, +2, -(-1), +0, -(-4),etc Also it is like this...

-2, +3, -1, +1, -3, +2, -(-1), +0, -(-4),
I...........I..........I...........I..............I
+1 -2 +4 +3

I dont know what it means though...

(LOL i just went up and read the answer. I was SOOOOOOOOOOO off.)

Edited by Sharpshark, 29 March 2008 - 02:26 AM.

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#20 akaslickster

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Posted 05 April 2008 - 04:56 AM

:mellow: :P <_< its too hard.
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Posted ImageThe place where peace begins is within oneself. by Slick




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