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Maths Puzzle
Numerical Ability
Age Problem
We say that a set of rooks dominate the chessboard if each square is either occupied by a rook, or can be directly attacked by a rook. Obviously the smallest number of rooks which can dominate an 12*12 chessboard is 12, which we can achieve by placing them along the main diagonal.
In 3-dimensional chess, rooks can attack in a straight line in the direction of the coordinate axis. What is the minimum number of rooks which can dominate an 12*12*12 chessboard?
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- I this this is 12 because on one side 12 rooks are placed then from thar we can reach all the other squares in coordinate axis straight line direction...
- 9 years agoHelpfull: Yes(0) No(0)
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