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is it solvable?
| You forgot to carry the 2.
| x = -y
This isn't hard
If the problem is actually |x| + |y| = 0 and neither x or y can be 0 then I think that's impossible, but I'm not a mathematician.
| >>1015924 no i need to have x+y in my code, so the A+B i have is divided by this amount, but then the problem occurs when x+y is =0 which makes it divided to infinite but at the same time i need it to have 0 when x and y is 0, soit fits |x|+|y| but i want to, wirte it in simpler mathemathics or whatever.
or just be convinced somehow that it doesnt have basis in +-/ idk
| If it's in code you can just add a little `if ((x + y) == 0) return 0` or something. What's the thing you're trying to do?
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| x+y =0 when x and y or y is not equal to 0, so i need something that does not has values that is <0 for both x and y, which is usually achievable by |x| + |y|
but i want to this strictly by math, avoiding abs() or ||,or rather, any other symbol that is no +-/
relying on mostly other variables... how do i do this or, "why is not doable"
give me a convincing statement.