Clavius, Christoph
,
Geometria practica
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[31.] Rurſus
Page: 76 (46)
[32.] XI. LATVS.
Page: 77 (47)
[33.] XII. LATVS.
Page: 77 (47)
[34.] Deinde.
Page: 77 (47)
[35.] Hæc autem tangens hoc etiam modo inuenietur, qui priori præferendus videtur.
Page: 77 (47)
[36.] Poſt hæc.
Page: 77 (47)
[37.] XIII. LATVS.
Page: 78 (48)
[38.] XIIII. ANGVLOS DVOS.
Page: 78 (48)
[39.] XV. ANGVLOS DVOS.
Page: 78 (48)
[40.] XVI. ANGVLOS OMNES TRES. Ex tribus omnibus lateribus perueſtigare.
Page: 79 (49)
[41.] Rurſus.
Page: 79 (49)
[42.] XVII. PERPENDICVLAREM IN LATVS quodcunque ex angulo oppoſito cadentem. Ex tribus omnibus lateribus efficere notam.
Page: 79 (49)
[43.] FINIS LIBRI PRIMI.
Page: 80 (50)
[44.] GEOMETRIÆ PRACTICÆ LIBER SECVNDVS.
Page: 81 (51)
[45.] PROBLEMA I.
Page: 82 (52)
[46.] ALITER
Page: 83 (53)
[47.] ALITER
Page: 83 (53)
[48.] ALITER
Page: 85 (55)
[49.] LEMMA.
Page: 85 (55)
[50.] SCHOLIVM.
Page: 86 (56)
[51.] COROLLARIVM I.
Page: 86 (56)
[52.] COROLLARIVM II.
Page: 87 (57)
[53.] PROBLEMA II.
Page: 87 (57)
[54.] 2. ITEM ſi fiat.
Page: 88 (58)
[55.] ALITER.
Page: 88 (58)
[56.] Ergo ſi fiat,
Page: 88 (58)
[57.] Si igitur fiat.
Page: 88 (58)
[58.] COROLLARIVM I.
Page: 89 (59)
[59.] COROLLARIVM II.
Page: 89 (59)
[60.] PROBLEMA III.
Page: 89 (59)
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