Benedetti, Giovanni Battista de, Io. Baptistae Benedicti ... Diversarvm specvlationvm mathematicarum, et physicarum liber : quarum seriem sequens pagina indicabit ; [annotated and critiqued by Guidobaldo Del Monte]

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[1.] IO. BAPTISTAE BENEDICTI PATRITII VENETI SERENISS. CAR. EM. ALLOBROGVM DVCIS PHILOSOPHI. Theoremata Arithmetica.
Page: 13
[2.] DE RATIONIBVS OPERATIONVM PERSPECTIVAE.
Page: 131 (119)
[2.1.] CAP.I.
Page: 131 (119)
[2.2.] CAP. II.
Page: 133 (121)
[2.3.] CAP. III.
Page: 134 (122)
[2.4.] CAP. IIII.
Page: 134 (122)
[2.5.] CAP.V.
Page: 136 (124)
[2.6.] CAP. VI.
Page: 138 (126)
[2.7.] CAP. VII.
Page: 140 (128)
[2.8.] CAP. VIII.
Page: 140 (128)
[2.9.] CAP. IX.
Page: 141 (129)
[2.10.] CAP.X.
Page: 142 (130)
[2.11.] CAP. XI. ALITER IDEM.
Page: 143 (131)
[2.12.] JACOBO SOLDATO MEDIOLANENSI Serenißimi Ducis Sabaudiæ Architecto peritißimo. CAP. VII.
Page: 145 (133)
[2.13.] AD EVNDEM IACOBVM. CAP. XIII.
Page: 149 (137)
[2.14.] CAP. XIIII.
Page: 150 (138)
[2.15.] CAP. XV.
Page: 152 (140)
[3.] DE MECHANICIS.
Page: 153 (141)
[3.1.] De differentia ſitus brachiorum libra. CAP.I.
Page: 153 (141)
[3.2.] De proportione ponderis extremitatis brachij libr & in diuerſo ſitu ab orizontali. CAP. II.
Page: 154 (142)
[3.3.] Quòd quantit as cuiuſlibet ponderis, aut uirtus mouens re-ſpectu alterius quantitatis cognoſcatur beneficio perpendicularium ductarum à centro libr & ad line am inclinationis. CAP. III.
Page: 155 (143)
[3.4.] Quemadmodum exſupradictis cauſis omnes staterarum & uectium cauſæ dependeant. CAP. IIII.
Page: 156 (144)
[3.5.] De quibuſdam rebus animaduerſione dignis. CAP.V.
Page: 157 (145)
[3.6.] De ratione cuiuſdam uis adauctæ. CAP. VI.
Page: 158 (146)
[3.7.] De quibuſdam erroribus Nicolai Tartaleæ circa pondera corporum & eorum motus, quorum aliqui deſumpti fuerunt à fordano ſcriptore quodam antiquo. CAP. VII.
Page: 160 (148)
[3.8.] CAP. VIII.
Page: 161 (149)
[3.9.] Quòdſummaratione ſtateræper æqualia interualla ſint diuiſæ. CAP. IX.
Page: 163 (151)
[3.10.] Quòd line a circularis non habe at concauum cum con-uexo coniunctum, & quod Aristo. cir caproportio nes motuum aberrauerit. CAP.X.
Page: 164 (152)
[3.11.] Quod Aristo. in prima mechanicarum quæstionum eius quod inquir it, uer am cauſam non attulerit. CAP. XI.
Page: 165 (153)
[3.12.] De uer a cauſa ſecundæ, & tertiæ quæstionis mechanicæ ab Ariſtotele nonperſpecta. CAP. XII.
Page: 166 (154)
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225213EPISTOLAE lelogrammum .Z. deinde fiant alia duo parallelogramma rectangula quorum vnum
ſit ex .q.a. in .b.d. reliquum verò ſit ex .q.b. in .a.d. quæ quidem ſint .f.m.
Quo facto deſignetur rectangulum .u.t. ex .25. ſexti, quod æquale ſit duobus re-
ctangulis .f. et .m. ſimile tamen .Z. cuius rectanguli vnum latus correſpondet .e.g. reli-
quum verò .K.h. in proportione, ſed in æqualitate, vnum correſpondet .q.d. reliquum
vero .a.b. diametris ipſius quadrilateri.
Accipiatur nunc latus illud quod correſpondet .K.h. hoc eſt ipſi .a.b. maius ſcili-
cet, & ſimul cum .b.d. et .a.d. formetur triangulum .a.b.d. ex .22. primi Eucli. circa quod
circunſcribatur circulus ex .5. quarti. & inuentum erit quod quęrebamus.
275[Figure 275] 276[Figure 276] 277[Figure 277] 278[Figure 278] 279[Figure 279]

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