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21 replies to this topic

#11 bonanova

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Posted 23 March 2008 - 04:25 AM

Spoiler for think in terms of

Spoiler for OK but ...

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The greatest challenge to any thinker is stating the problem in a way that will allow a solution.
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#12 grey cells

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Posted 23 March 2008 - 07:05 AM

A huge SORRY to everyone who have tried to solve this one . I made a very , very silly mistake. I found my mistake only when I went through Bonanova's , reply.

CLARIFICATION:
First set:
1,2,3,2,1,2,3,4,2,1

Second set:
8,4,C,4,8,4,C,2,4,8

Again sorry!!!
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#13 PhoenixTears

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Posted 23 March 2008 - 07:07 AM

I got this idea from brhan's sequence.

A set of numbers is given below:
1,2,3,2,1,2,3,4,2,1

Another set of numbers is given below:
8,4,12,4,8,4,12,2,4,8

There is a certain relationship between these two sets of numbers.Can you find the relationship?

If nobody finds an answer I will post a hint.

Spoiler for what I think...

Edited by PhoenixTears, 23 March 2008 - 07:07 AM.

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#14 storm

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Posted 23 March 2008 - 07:13 AM

Spoiler for GOT IT!!

12 is also ok!Excellent puzzle!! <_<

Edited by storm, 23 March 2008 - 07:17 AM.

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#15 grey cells

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Posted 23 March 2008 - 07:17 AM

Spoiler for GOT IT!!
Excellent puzzle!! <_<

But you reasoned it out first.So congratulations.

Edited by grey cells, 23 March 2008 - 07:17 AM.

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#16 grey cells

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Posted 23 March 2008 - 07:18 AM

Spoiler for GOT IT!!

12 is also ok!Excellent puzzle!! <_<

Sorry storm no offence meant.I only posted it bacause Bononova and brhan must have spent a considerable trying to solve this.So thanks sgain.

Edited by grey cells, 23 March 2008 - 07:20 AM.

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#17 storm

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Posted 23 March 2008 - 07:21 AM

But you reasoned it out first.So congratulations.

It can be considered also as 12..becoz..
Spoiler for see this

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#18 grey cells

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Posted 23 March 2008 - 07:23 AM

It can be considered also as 12..becoz..

Spoiler for see this

I agree with you.But I gave a clue relating to hexadecimal system.
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#19 bonanova

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Posted 23 March 2008 - 07:25 AM

It can be considered also as 12..becoz..

Spoiler for see this

Storm, totally agree.

Gray cells, great puzzle.
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The greatest challenge to any thinker is stating the problem in a way that will allow a solution.
- Bertrand Russell

#20 grey cells

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Posted 23 March 2008 - 07:39 AM

Storm, totally agree.

Gray cells, great puzzle.

Thanks , bononova.But still I am not entirely in the clear.If it is hex how can 12 be equal to 1100.

Edited by grey cells, 23 March 2008 - 07:39 AM.

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