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Question Number 21031 by youssoufab last updated on 10/Sep/17

if :∀ε>0, ∀(a,b)∈R^2 ,a<b+ε  prove: a≤b

$${if}\::\forall\epsilon>\mathrm{0},\:\forall\left({a},{b}\right)\in\mathbb{R}^{\mathrm{2}} ,{a}<{b}+\epsilon \\ $$ $${prove}:\:{a}\leqslant{b} \\ $$

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