Mathematics, 02.12.2021 06:30, kenyamaclark1847

Since x and y belong to the set of real numbers, they can assume negative or positive numbers. For the statement to be false it is enough to present a counter-example, an example in which the statement is not true.
For and , numbers contained in the set of natural numbers we have:
Then $x+y\ \textless \ 0$

x+y=(-1)+(-2)=-3

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Since x and y belong to the set of real numbers, they can assume negative or positive numbers. For the statement to be false it is enough to present a counter-example, an example in which the statement is not true. For and , numbers contained in the set of natural numbers we have: Then

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