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Eaedem rationes ultimae sunt etiam aequalitatis, ubi parallelogramom∣rum latitudines AB, BC, CD, &c. sunt inaequales, & omnes minuuntur in infinitum.
Sit enim AF aequalis latitudini maximae, & compleatur pa∣rallelogrammum FAaf. Hoc erit majus quam differentia figurae inscriptae & figurae circumscriptae, at latitudine sua AF
in infinitum diminuta, minus fiet quam datum quodvis rectan∣gulum.
Corol. 1. Hinc summa ultima parallelogrammorum evanescenti∣um coincidit omni ex parte cum figura curvilinea.
Corol. 2. Et multo magis figura rectilinea, quae chordis evanes∣centium arcuum ab, bc, cd, &c. comprehenditur, coincidit ul∣timo cum figura curvilinea.
Corol. 3. Ut & figura rectilinea quae tangentibus eorundem arcuum circumscribitur.
Corol. 4. Et propterea hae figurae ultimae (quoad perimetros acE,) non sunt rectilineae, sed rectilinearum limites curvilinci.