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\[\forall s, t \in \mathbb{R}\] with \[ s < t \exists n \in \mathbb{N} : s \leq n \leq t\] false or true ?
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take for instance s=0,3 t=0,6. Can you find the value for n that those inequalities?
that satisfies*
yes for example 0,4 but its not equal to 0,3 and 0,6 so \[0,3\leq 0,4 \leq 0,6\] is false, right ?
\[n \in N\] so you can take only natural numbers (0,1,2,3,4,...)
aah sure so the answer of whole question is false right ?
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0,4 must be equal or greater than 0,3, in this case 0,4 satisfies that inequalities but it's a real number, not natural
The answer is false because you cannot pick up any natural number that satisfies inequalities
ok thx satisfiying answer
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