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Incidentally Heron shows how he obtained an approximation to the cube root of a non-cube number . Quadratic equations are solved by Heron by a regular rule not unlike our method, and the Geometrica contains two interesting indeterminate problems. We come, lastly, to Algebra.
De Belgrade intratur terra Bulgariae, et transitur per Pontem petrinum fluuij Marroy, et per terram Pyncenars, et tunc intratur Graecia, in Ciuitates, Sternes, Asmopape, et Andrinopolis, et sic in Constantinopolim, vbi communiter est sedes Imperatoris Greciae. Lombardicis leucis: Geometrica autem leuca describitur, vt notum est, per hos versus.
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