Proposition XI.32 — Parallelepipedal solids which are of the same height are to …

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Depends on (2)

XI.25Proposition XI.25If a parallelepipedal solid be cut by a plane parallel to opposite planes, then, as the base is to the base, so will…
XI.31Proposition XI.31Parallelepipedal solids which are on equal bases and of the same height are equal to one another.

Required by (dependents) (4)

XI.33Proposition XI.33Similar parallelepipedal solids are to one another in the triplicate ratio of their corresponding sides.
XI.34Proposition XI.34In equal parallelepipedal solids the bases are reciprocally proportional to the heights; and those parallelepipedal…
XI.36Proposition XI.36If three straight lines be proportional, the parallelepipedal solid formed out of the three is equal to the…
XI.39Proposition XI.39If there be two prisms of equal height, and one have a parallelogram as base and the other a triangle, and if the…

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