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Am 10.09.2024 um 01:08 schrieb Chris M. Thomasson:Hint, you see... 1/3 < 1/2 < 1/1. Actually, for each and every k e IN with k > 2: 1/k < 1/2 < 1/1.
Take the gap between:Oh, really?! Could you name (just) o n e? :-)
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1/1 and 1/2. There are infinitely many unit fractions that are small enough to fit within that gap.
I mean ... a unit fraction u such that 1/2 < u < 1/1. :-o
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