# What method could I use to find a set of unique rationals of unique rationals in the form 1/x (1 over x) that sum to 1 (with x <= 2 <= 2023)

Join Matchmaticians Affiliate Marketing
Program to earn up to a 50% commission on every question that your affiliated users ask or answer.

- unanswered
- 225 views
- Pro Bono

### Related Questions

- Irrational Number
- Find a system consisting of two sets, neither of which is a subset of the other
- Inclusion-Exclusion and Generating Function with Coefficient (and Integer Equation)
- Set theory question
- Recursive Set
- Proof through inclusion (A∆B) ∪ A = A ∪ B
- What is the Lebesgue density of $A$ and $B$ which answers a previous question?
- What is the asymptotic density of $A$ and $B$ which partition the reals into subsets of positive measure?