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A Wanderer | An attempt to pass time wisely

An attempt to pass time wisely

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A Wanderer | An attempt to pass time wisely | connect2ppl.wordpress.com Reviews
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An attempt to pass time wisely
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1 a wanderer
2 proof
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5 cylinders
6 threaded pins
7 posted in puzzle
8 4 comments
9 you have coins
10 for each
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a wanderer,proof,posted in uncategorized,leave a comment,cylinders,threaded pins,posted in puzzle,4 comments,you have coins,for each,coin,and for,by conditioning on,where symbol,is given by,be donted by,pgf of,notice that,hence,1 comment,string,can be
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A Wanderer | An attempt to pass time wisely | connect2ppl.wordpress.com Reviews

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An attempt to pass time wisely

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November | 2009 | A Wanderer

https://connect2ppl.wordpress.com/2009/11

An attempt to pass time wisely. Archive for November, 2009. Algorithmic Question : 1. November 30, 2009. For example “GIRI” can be chained with “IDLE”. This can be generalized to a list of strings, string. Which in turn chains with string. Now, Given a list of. Strings find if they can be chained together . Note that this is YES/NO question, i.e; you need not come up with the actual order of chaining. Try to come up with. Posted in Algorithmic Questions. Probability Question : 2. November 21, 2009. PS: T...

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December | 2009 | A Wanderer

https://connect2ppl.wordpress.com/2009/12

An attempt to pass time wisely. Archive for December, 2009. December 21, 2009. For description of the problem see Threaded Pins. How many pieces of thread will be needed in general? Ie; given number of pins N and clockwise gap G, Express the number of Threads needed T, as a function of N and G. Source : ” Thinking Mathematically. 8221; by John Mason et.al. Highly recommend ” Thinking Mathematically ” for kids, it helps to develop good practices which aid in solving problems. December 8, 2009. Is a sequen...

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Algorithmic Question : 1 | A Wanderer

https://connect2ppl.wordpress.com/2009/11/30/43

An attempt to pass time wisely. Laquo; Probability Question : 2. Calculating Probability via Generating Functions. Algorithmic Question : 1. For example “GIRI” can be chained with “IDLE”. This can be generalized to a list of strings, string. Which in turn chains with string. Now, Given a list of. Strings find if they can be chained together . Note that this is YES/NO question, i.e; you need not come up with the actual order of chaining. Try to come up with. Feed You can leave a response. Pratik ( as if i...

4

Threaded Pins | A Wanderer

https://connect2ppl.wordpress.com/2009/12/21/threaded-pins

An attempt to pass time wisely. Laquo; Calculating Probability via Generating Functions. Distance travelled on average between successive seeks. For description of the problem see Threaded Pins. How many pieces of thread will be needed in general? Ie; given number of pins N and clockwise gap G, Express the number of Threads needed T, as a function of N and G. Source : ” Thinking Mathematically. 8221; by John Mason et.al. This entry was posted on December 21, 2009 at 2:31 pm and is filed under Puzzle.

5

Probability Question : 1 | A Wanderer

https://connect2ppl.wordpress.com/2009/11/05/probability-question1

An attempt to pass time wisely. Probability Question : 2. Probability Question : 1. Consider the set { 1, 2 ,…,. Nodes that attach to each other in the following way. Node 2 attaches to node 1. Node 3 attaches to node 1 with probability. And to node 2 with probability. In general, node. Attaches to a uniformly selected node from the previous ones, independently of previous attachments. The process of. Steps produces a random rooted tree in which each vertex is one of the nodes and such that. Is a child of.

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CSE Blog - quant, math, computer science puzzles: Books/Study Material

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CSE Blog - quant, math, computer science puzzles. Quant, Math and Computer Science Puzzles for Interview Preparation and Brain Teasing. A collection of 225 Puzzles with Solutions (classified by difficulty and topic). Section wise books I recommend. Mathematical Puzzles: A Connoisseur's Collection - by Peter Winkler. Entertaining Mathematical Puzzles - by Martin Gardner. Mathematical Puzzles of Sam Loyd. Introduction To Algorithms - by Cormen, Lieserson, Rivest. Algorithms - by Robert Sedgewick. Buy me Co...

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A Wanderer | An attempt to pass time wisely

An attempt to pass time wisely. Proof from THE BOOK via vectors. September 3, 2016. Theorem : no matter what quadrilateral you start with, you always get a parallelogram when you connect the midpoints. Distance travelled on average between successive seeks. August 26, 2014. Assuming that next I/O request resides in any cylinder with equal probability, what is the distance travelled by head, on average, between successive seeks on disk with. December 21, 2009. Source : ” Thinking Mathematically. Coins are...

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