Answer:
Step-by-step explanation:
I can do this, but not the way it is set up here
3 - 4 1
-2 0 2
-1 4 -3
Here's the solution you want. Magic squares usually include the diagonals as being equal, so naturally I assumed that this one too would require that. It is impossible, The number going in the center square has to be - 5 to neutralized the 2 and the 3. Not right. So the diagonals cannot equal 0.
Here is the solution I got for this problem
3 -1 - 2
-4 4 0
1 -3 2
