Imagery and Puzzles
More of my brother's jazz:
Just to reinforce this importance of using the right "setting/imagery" in a
puzzle:
A) There is a 2n*2n grid of squares. One of the pair of diagonally opposite
squares is removed from the grid.
You have (2*n^2-1) dominoes, each of which can cover 2 adjacent squares. Can you
cover the remaining grid (whole - one pair of corner squares) with the
dominoes?
Setting: Now rephrase the problem. Instead of 2n*2n grid, consider a chess
board. So you have 31 dominoes each
of which can cover two squares. Now can you cover the board - one pair of
diagonally opposite squares with the dominoes?
Just to reinforce this importance of using the right "setting/imagery" in a
puzzle:
A) There is a 2n*2n grid of squares. One of the pair of diagonally opposite
squares is removed from the grid.
You have (2*n^2-1) dominoes, each of which can cover 2 adjacent squares. Can you
cover the remaining grid (whole - one pair of corner squares) with the
dominoes?
Setting: Now rephrase the problem. Instead of 2n*2n grid, consider a chess
board. So you have 31 dominoes each
of which can cover two squares. Now can you cover the board - one pair of
diagonally opposite squares with the dominoes?
2 Comments:
I've heard this one before..should I give the solution?
Sure, go ahead.
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