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

Table of contents

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[21.] PROBL. 1. PROPOS. 2.
Page: 18 (6)
[22.] DATAE Sphæræ centrum inuenire.
Page: 18 (6)
[23.] COROLLARIVM.
Page: 19 (7)
[24.] THEOREMA 2. PROPOS. 3.
Page: 19 (7)
[25.] COROLLARIVM.
Page: 19 (7)
[26.] THEOREMA 3. PROPOS. 4.
Page: 20 (8)
[27.] THEOREMA 4. PROPOS. 5.
Page: 20 (8)
[28.] THEOREMA 5. PROPOS. 6.
Page: 21 (9)
[29.] THEOREMA 6. PROPOS. 7.
Page: 23 (11)
[30.] THEOREMA 7. PROPOS. 8.
Page: 23 (11)
[31.] SCHOLIVM.
Page: 24 (12)
[32.] I.
Page: 24 (12)
[33.] II.
Page: 25 (13)
[34.] THEOR. 8. PROPOS. 9.
Page: 25 (13)
[35.] THEOR. 9. PROPOS. 10.
Page: 26 (14)
[36.] SCHOLIVM.
Page: 26 (14)
[37.] I.
Page: 27 (15)
[38.] COROLLARIVM.
Page: 27 (15)
[39.] II.
Page: 27 (15)
[40.] COROLLARIVM.
Page: 28 (16)
[41.] THEOR. 10. PROP. 11.
Page: 28 (16)
[42.] THEOR. 11. PROP. 12.
Page: 28 (16)
[43.] SCHOLIVM.
Page: 29 (17)
[44.] THEOREMA 12. PROPOS. 13.
Page: 29 (17)
[45.] SCHOLIVM.
Page: 30 (18)
[46.] THEOR. 13. PROPOS. 14.
Page: 30 (18)
[47.] THEOREMA 14. PROPOS. 15.
Page: 31 (19)
[48.] SCHOLIVM.
Page: 31 (19)
[49.] I.
Page: 31 (19)
[50.] II.
Page: 32 (20)
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page |< < (100) of 532 > >|
112100 atque Iohanne Regiomontano, demonſtrationes
colligam, quibus omnium arcuum ſinus & chor-
das cognitas babeamus, vt & tabulas Sinuum,
ac chordarumiam à multis ſcriptoribus ſuppu-
tatas examinare, (facile enim error in numero-
rum impreßione committitur) & nouas alias,
quandores tulerit (poſito Sinu toto vel diame-
tro quotcunq; particularum) condere poßimus.
QVONIAM vero Recentiores ſumma
felicitate ex ſinubus alias lineas collegerũt, nimi-
rum Tangentes, atque Secantes, vt facilius
quædam, ac breuius demonſtrarent; de biſce e-
tiam lineis agemus. Habent enim lineæ hæ egre-
gium vſum in rebus Aſtronomicis & Geome-
tricis, vt ex noſtris triangulis planis, ac sphæri-
cis fiet per ſpicuum. Initium autem ſumemus à
definitionibus.
DEFINITIONES.
I.
COMPLEMENTVM arcus alicuius, eſt
11Comple-
mentũ at-
ous quid. exceſſus, quo quadrans eum ſuperat, ſi arcus mi-
nor eſt quadrante, vel ab eo ſuperatur, ſi eſt qua-
drante maior.

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