For integers π₯ and π¦, consider the proposition βπ₯βπ¦ (π₯ + π¦ = 10). Is the proposition true, false, or does it depend on the values of π₯ and π¦?
The proposition "\u2203\ud835\udc65\u2200\ud835\udc66 (\ud835\udc65 + \ud835\udc66 = 10)" is false because of for any integer number "x" there exists the integer number "y=-x" such that "x+y=x-x=0\\ne 10."
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