Re: How many different unit fractions are lessorequal than all unit fractions?

On 08.09.2024 22:21, Jim Burns wrote:

On 9/8/2024 3:39 PM, WM wrote:

On 07.09.2024 21:01, Jim Burns wrote:

 

Different unit fractions are different.

>
Therefore there is only one the smallest one.

 There aren't two smallest unit fractions,
and no one has said otherwise.

Then there is only one.

 There isn't one smallest unit fraction because,
for each ⅟k, ⅟(k+1) disproves ⅟k being smallest.

There are unit fractions. If not two are smallest, then it is only one.

 There aren't two.
There isn't one.

Then there is no unit fraction.
ℵo unit fractions cannot exist without 1, 2, 3, ... unit fractions before.
Regards, WM