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Hint 1
Does the order, in which you do the operations, matter?
Hint 2
No, it does not. An element will keep its original value if the number of operations done on it is even and vice versa. This also means that doing more than 1 operation on the same row or column is unproductive.
Hint 3
Try working backward, start with a matrix of all zeros and try to construct grid using operations.
Hint 4
Start with operations on columns, after doing them what do you notice about each row?
Hint 5
Each row is the exact same. If we then flip some rows, that leaves only two possible arrangements for each row: the same as the original or the opposite.