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You could have

8 1 6

3 5 7

4 9 2

There are many alternative versions but there are all essentially the same as this one - derived by swapping the first and last row, or first and last column. If you exclude such swaps, there is only one 3x3 magic square.

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Q: How do you arrange the numbers 1-9 on a tic tac toe board so each row column and diagonal add up to 15?
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One solution would be 834 159 672 Here's another solution 276 951 438 And Another 672 159 834 * * * * * They are all essentially the same. Swap the first and last rows of the first example and you have the third. Swap the first and last columns of the third and you have the second. If you exclude such swaps, there is only one 3x3 magic square.


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