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Fun Do Puzzles

Monday, April 19, 2010. Puzzle 7 - Roads Again! Oh, I forgot to tell you that all Roadlandian roads mysteriously have the same length. (This problem is based on a very simple and well known graph theoretical result) - The problem was given by Piyush Srivastava (currently in University of California, Berkley) for NERD Volume 1 Number 2. Links to this post. Thursday, April 15, 2010. Puzzle 6 - The Number Game. This problem is simple, how would you find the last digit of the integer part of a 2000, where.

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Fun Do Puzzles | fundopuzzles.blogspot.com Reviews
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Monday, April 19, 2010. Puzzle 7 - Roads Again! Oh, I forgot to tell you that all Roadlandian roads mysteriously have the same length. (This problem is based on a very simple and well known graph theoretical result) - The problem was given by Piyush Srivastava (currently in University of California, Berkley) for NERD Volume 1 Number 2. Links to this post. Thursday, April 15, 2010. Puzzle 6 - The Number Game. This problem is simple, how would you find the last digit of the integer part of a 2000, where.
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6 puzzle 5 gluing pyramid
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Fun Do Puzzles | fundopuzzles.blogspot.com Reviews

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Monday, April 19, 2010. Puzzle 7 - Roads Again! Oh, I forgot to tell you that all Roadlandian roads mysteriously have the same length. (This problem is based on a very simple and well known graph theoretical result) - The problem was given by Piyush Srivastava (currently in University of California, Berkley) for NERD Volume 1 Number 2. Links to this post. Thursday, April 15, 2010. Puzzle 6 - The Number Game. This problem is simple, how would you find the last digit of the integer part of a 2000, where.

INTERNAL PAGES

fundopuzzles.blogspot.com fundopuzzles.blogspot.com
1

Fun Do Puzzles: Puzzle 2 - Play to win

http://fundopuzzles.blogspot.com/2010/04/play-to-win.html

Thursday, April 1, 2010. Puzzle 2 - Play to win. We are back with our second posting. Before getting started with the main puzzle, lets build up some confidence with famous interview question. Now lets move on to the main puzzle. For which n does Sid have a winning strategy? April 2, 2010 at 1:20 AM. Let the numbers be A1,A2,. A100. April 2, 2010 at 1:23 AM. Let the numbers be A1,A2,. A100. April 2, 2010 at 11:14 AM. Is it mandatory to pick up a coin or we are allowed to pass? April 3, 2010 at 1:05 AM.

2

Fun Do Puzzles: Puzzle 3 - Again, x,y

http://fundopuzzles.blogspot.com/2010/04/after-playing-with-chess-board-lets.html

Monday, April 5, 2010. Puzzle 3 - Again, x,y. After playing with the chess board, lets have some some fun with cryptic and predict. Hoping your answers the hint of 'logic'. With the next puzzle, you can post the answer. Which two numbers come at the end of this sequence? April 14, 2010 at 3:22 AM. Answer is 2000 and 2002. April 20, 2010 at 11:07 PM. Subscribe to: Post Comments (Atom). Puzzle 7 - Roads Again! Puzzle 6 - The Number Game. Extra Puzzle - How many roads? Puzzle 4 - Strange Multiples.

3

Fun Do Puzzles: April 2010

http://fundopuzzles.blogspot.com/2010_04_01_archive.html

Monday, April 19, 2010. Puzzle 7 - Roads Again! Oh, I forgot to tell you that all Roadlandian roads mysteriously have the same length. (This problem is based on a very simple and well known graph theoretical result) - The problem was given by Piyush Srivastava (currently in University of California, Berkley) for NERD Volume 1 Number 2. Links to this post. Thursday, April 15, 2010. Puzzle 6 - The Number Game. This problem is simple, how would you find the last digit of the integer part of a 2000, where.

4

Fun Do Puzzles: Puzzle 7 - Roads Again!!

http://fundopuzzles.blogspot.com/2010/04/roads-again_19.html

Monday, April 19, 2010. Puzzle 7 - Roads Again! Oh, I forgot to tell you that all Roadlandian roads mysteriously have the same length. (This problem is based on a very simple and well known graph theoretical result) - The problem was given by Piyush Srivastava (currently in University of California, Berkley) for NERD Volume 1 Number 2. Subscribe to: Post Comments (Atom). Puzzle 7 - Roads Again! Puzzle 6 - The Number Game. Extra Puzzle - How many roads? Puzzle 4 - Strange Multiples. Puzzle 3 - Again, x,y.

5

Fun Do Puzzles: Puzzle 4 - Strange Multiples

http://fundopuzzles.blogspot.com/2010/04/puzzle-4-strange-multiples.html

Thursday, April 8, 2010. Puzzle 4 - Strange Multiples. Number theory has been beautiful and oldest subject of mathematics.It's simplicity create a intrinsic interest in people.This is the reason we have many simple and beautiful conjecture and at the same time very difficult to prove.So this time we have number puzzle for you. Let n be a natural number.Prove that. A)n has a (non-zero)multiple whose representation(base 10) contains only zeros and ones. April 11, 2010 at 1:17 AM. Proof of Question 1).

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Fun Do Puzzles

Monday, April 19, 2010. Puzzle 7 - Roads Again! Oh, I forgot to tell you that all Roadlandian roads mysteriously have the same length. (This problem is based on a very simple and well known graph theoretical result) - The problem was given by Piyush Srivastava (currently in University of California, Berkley) for NERD Volume 1 Number 2. Links to this post. Thursday, April 15, 2010. Puzzle 6 - The Number Game. This problem is simple, how would you find the last digit of the integer part of a 2000, where.

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