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Boxes and Rat
Started by sseth, Oct 29 2011 08:48 AM
25 replies to this topic
#1
Posted 29 October 2011 - 08:48 AM
Mr.X has five boxes arranged in a line (1-2-3-4-5). An intelligent rat comes out of nowhere and finds a place for itself in one of the boxes. Every night when Mr. X is sleeping, this rat moves to a new neighboring box to its left or to its right. Mr. X knew this behavior of the rat. Since this rat was a trouble for him, he was desperate to find it. Also due to paucity of time, he decided to search in only one of the boxes every day. He implements a strategy to make sure that he eventually finds this rat. This strategy helped him to find the rat in minimum number of trials in all cases possible. What is the minimum number of trials needed to come to the solution for all possible cases?
#2
Posted 29 October 2011 - 09:49 AM
I keep coming up with 5 with almost no strategy. Start on one end and go across.
#3
Posted 29 October 2011 - 12:00 PM
This strategy will not work! Remember that the rat can move 1 box left or right.I keep coming up with 5 with almost no strategy. Start on one end and go across.
Spoiler for scenario showing that moving one end to other will not work
How intelligent can the rat be if it sets a pattern of predictability of only 1 box shift?
#4
Posted 29 October 2011 - 12:49 PM
Spoiler for Is it
#5
Posted 29 October 2011 - 01:06 PM
HiSpoiler for Is it
Can u please elaborate on this strategy?
#6
Posted 29 October 2011 - 03:00 PM
Hi sseth 
Spoiler for Strategy
Spoiler for Update
#7
Posted 29 October 2011 - 03:14 PM
Hi sseth
Spoiler for StrategySpoiler for Update
Thanks alot!!!!
#8
Posted 04 November 2011 - 11:23 PM
Spoiler for
#9
Posted 07 November 2011 - 07:31 AM
Look which one is moving most. Duh!
#10
Posted 07 November 2011 - 06:37 PM
put rat poison in the boxes..2,3,4,and 5....check only number 1...lol
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