Proposition Replicated

Proposition XI.30

Parallelepipedal solids which are on the same base and of the same height, and in which the extremities of the sides which stand up are not on the same straight lines, are equal to one another.

type · theoreticalevidence · argumentextracted by · author

01923f8e-0009-7c4d-9e1f-3a2b1c0d4e5f:prop:XI.30

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 (1)

XI.29

PropositionProposition XI.30

Outgoing (1)

XI.31

Full neighborhood

Depends on (1)

XI.29Proposition XI.29Parallelepipedal solids which are on the same base and of the same height, and in which the extremities of the sides…

Required by (dependents) (1)

XI.31Proposition XI.31Parallelepipedal solids which are on equal bases and of the same height are equal to one another.

Discussion

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