Proposition Replicated

Proposition X.32

To find two medial straight lines commensurable in square only, containing a medial rectangle, such that the square on the greater is greater than the square on the less by the square on a straight line commensurable in length with the greater.

type · theoreticalevidence · argumentextracted by · author

01923f8e-0009-7c4d-9e1f-3a2b1c0d4e5f:prop:X.32

Euclid's Elements, encoded as an rrxiv paper

Blaise Albis-Burdige, Claude·2605.00009·math.HO, math.MG, math.NT

Neighborhood at a glance

Incoming (2)

X.28 X.31

PropositionProposition X.32

Outgoing (1)

X.35

Full neighborhood

Depends on (2)

X.28Proposition X.28To find medial straight lines commensurable in square only which contain a medial rectangle.
X.31Proposition X.31To find two medial straight lines commensurable in square only, containing a rational rectangle, such that the square…

Required by (dependents) (1)

X.35Proposition X.35To find two straight lines incommensurable in square which make the sum of the squares on them medial and the rectangle…

Discussion

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