E={x ∈ Q_+ :x^2 >3}. Show that E has not lower bound in Q. [Montrez que E n′admet pas de borne inferieure dans Q]


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Question Number 164474 by mathocean1 last updated on 17/Jan/22
$E={x ∈ Q_+ :x^2 >3}. Show that E has not lower bound in Q. [Montrez que E n′admet pas de borne inferieure dans Q]$
$E = {x \in Q_{+} : x^{2} > 3} .$ $S h o w t h a t E h a s n o t l o w e r b o u n d$ $i n Q .$ $[M o n t r e z q u e E n^{'} a d m e t p a s d e b o r n e$ $i n f e r i e u r e d a n s Q]$
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