The hardest ones to get are those in the middle, each of which is in touch with 6 other ones out of eight. So the only chance is to put 1 and 8 in the middle, and 2 and 7, their neighbours, in the opposite end of the middle strip. After that, we need to put 3,4,5,6 in such a way that there will be no neighbours adjacent to each other. Here's the grid:
*46*
7182
*35*
You could have different variations which are effectively mirror images of the above grid.
please can someone help me with this math grid here is a grid with squares. you must place the numbers 1 through 8 in the squares, without consecutive numbers being placed next to each other in a row, a cloumn, or diagonally.so the number 3 cannot be placed next to the number 2 and 4, also the grid has 2 blocks on top 4 in the middle and 2 on the bottom
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1 answer