Theodosius <Bithynius>; Clavius, Christoph, Theodosii Tripolitae Sphaericorum libri tres

Table of contents

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[121.] LEMMA. I.
[122.] LEMMA. I I.
[123.] THEOREMA 9. PROPOS. 9.
[124.] SCHOLIVM.
[125.] I.
[126.] II.
[127.] III.
[128.] THEOREMA 10. PROPOS. 10.
[129.] COROLLARIVM.
[130.] THEOR. 11. PROPOS. 11.
[131.] LEMMA.
[132.] SCHOLIVM.
[133.] COROLLARIVM.
[134.] THEOREMA 12. PROPOS 12.
[135.] SCHOLIVM.
[136.] THEOR. 13. PROPOS. 13.
[137.] SCHOLIVM.
[138.] THEOREMA 14. PROPOS. 14.
[139.] FINIS LIBRI III. THEODOSII. AD LECTOREM.
[140.] CHRISTOPHORI CLAVII BAMBERGENSIS E SOCIETATE IESV SINVS, VEL SEMISSES RECTARVM IN CIRCVLO SVBTENSARVM: LINEAE TANGENTES: ATQVE SECANTES.
[141.] CHRISTOPHORI CLAV II BAMBERGENSIS E SOCIETATE IESV SINVS, VEL SEMISSES RECTARVM in circulo ſubtenſarum: LINEÆ TANGENTES, ATQVE SECANTES. PRÆFATIO.
[142.] DEFINITIONES. I.
[143.] II.
[144.] III.
[145.] Vel aliter.
[146.] IIII.
[148.] VI.
[149.] VII.
[150.] LEMMA.
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11199
CHRISTOPHORI CLAV II
BAMBERGENSIS
E SOCIETATE IESV
SINVS, VEL SEMISSES RECTARVM
in circulo ſubtenſarum:
LINEÆ TANGENTES, ATQVE
SECANTES.
PRÆFATIO.
DICI vix poteſt, quantam in
11Sinuũ vti-
litas.
rebustã Aſtronomicis, quàm
Geometricis, vtilitatẽ babeat
Sinuũ cognitio:
cũ innumera-
bilia peneproblemata Aſtro-
nomica, &
Geometrica ad
vſumper calculum &
rationem Sinuũreuocen
tur, vt tumex noſtris triangulis rectilineis, ac
sphæricis, tum ex Almageſto Ptolemæi, ex noſtra
Gnomonica, &
exalijs variorum Aſtronomo-
rum libris manifeſtumeſt.
Quare, cum à paucis
admodum Sinuum demonſtrationes ſint expli-
catæ, operæpretiũme facturum arbitror, ſi, quan
ta potero breuitate, ac perſpicuitate, ex varijs
auctoribus, præſertim ex Ptolemæo,

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