If a, b belong R (a and b belongs to the group of the numbers real)
i) a < b if and only if b - a is positive
ii) a > b if and only if a - b is positive
But in school is like this
If a, b belong R (a and b belongs to the group of the numbers real)
i) if a < b so a - b is positive
ii) if a > b so a - b is negative - here is a consequence if you slip you fall.
I think the last one is telling about what is rational and the other is like went to China to conclude that there is talk Chinese, let me say backward and will remain true, but I am saying backward. Rute Bezerra de Menezes Gondim
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