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1
Euclid's Elements of Geometry
Richard Fitzpatrick & University of Texas at Austin
καὶ
τὸ
ἡ
ἄρα
πρὸς
equal
square
τῶν
τῆς
δὲ
ὑπὸ
τῷ
ἀπὸ
ὁ
τῇ
τοῦ
τὸν
τὴν
αβ
ἐστιν
τὰ
ὡς
αἱ
ἐστὶ
angle
ἴση
proposition
οὕτως
ἐστὶν
ἴσον
βγ
angles
γὰρ
μὲν
ἐστι
contained
rational
ὅτι
ἐπεὶ
αγ
γδ
rectangle
ratio
jpg
ὅπερ
triangle
commensurable
δὴ
οἱ
ἐν
Dil:
english
Fayl:
RTF , 5.70 MB
Sizin teqləriniz:
0
/
0
english
2
Euclid's Elements of Geometry
Richard Fitzpatrick
,
University of Texas at Austin
καὶ
τὸ
ἡ
ἄρα
πρὸς
equal
square
τῶν
τῆς
δὲ
ὑπὸ
τῷ
ἀπὸ
ὁ
τῇ
τοῦ
τὸν
τὴν
αβ
ἐστιν
τὰ
ὡς
αἱ
ἐστὶ
angle
ἴση
οὕτως
ἐστὶν
ἴσον
βγ
rational
γὰρ
contained
angles
μὲν
ἐστι
ὅτι
rectangle
ἐπεὶ
αγ
commensurable
γδ
triangle
ratio
ὅπερ
proposition
δὴ
οἱ
medial
ἐν
Dil:
english
Fayl:
PDF, 4.66 MB
Sizin teqləriniz:
0
/
0
english
3
Euclid's Elements of Geometry
University of Texas at Austin Richard Fitzpatrick
καὶ
τὸ
ἡ
ἄρα
πρὸς
equal
square
τῶν
τῆς
δὲ
ὑπὸ
τῷ
ἀπὸ
ὁ
τῇ
τοῦ
τὸν
τὴν
αβ
proposition
ἐστιν
τὰ
ὡς
αἱ
ἐστὶ
angle
ἴση
οὕτως
ἐστὶν
ἴσον
βγ
angles
γὰρ
μὲν
ἐστι
contained
rational
ὅτι
ἐπεὶ
αγ
γδ
rectangle
ratio
ὅπερ
triangle
commensurable
δὴ
οἱ
ἐν
λέγω
Dil:
english
Fayl:
MOBi , 1.75 MB
Sizin teqləriniz:
0
/
0
english
4
Euclid's Elements of Geometry
University of Texas at Austin Richard Fitzpatrick
καὶ
τὸ
ἡ
ἄρα
πρὸς
equal
square
τῶν
τῆς
δὲ
ὑπὸ
τῷ
ἀπὸ
ὁ
τῇ
τοῦ
τὸν
τὴν
αβ
proposition
ἐστιν
τὰ
ὡς
αἱ
ἐστὶ
angle
ἴση
οὕτως
ἐστὶν
ἴσον
βγ
angles
γὰρ
μὲν
ἐστι
contained
rational
ὅτι
ἐπεὶ
αγ
γδ
rectangle
ratio
ὅπερ
triangle
commensurable
δὴ
οἱ
ἐν
λέγω
Dil:
english
Fayl:
AZW3 , 1.86 MB
Sizin teqləriniz:
0
/
0
english
5
Euclid's Elements of Geometry
Richard Fitzpatrick
,
University of Texas at Austin
καὶ
τὸ
ἡ
ἄρα
πρὸς
equal
square
τῶν
τῆς
δὲ
ὑπὸ
τῷ
ἀπὸ
ὁ
τῇ
τοῦ
τὸν
τὴν
αβ
ἐστιν
τὰ
ὡς
αἱ
ἐστὶ
angle
ἴση
proposition
οὕτως
ἐστὶν
ἴσον
βγ
angles
γὰρ
μὲν
ἐστι
contained
rational
ὅτι
ἐπεὶ
αγ
γδ
rectangle
ratio
ὅπερ
triangle
commensurable
δὴ
οἱ
ἐν
λέγω
Dil:
english
Fayl:
FB2 , 2.89 MB
Sizin teqləriniz:
0
/
0
english
6
Euclid's Elements of Geometry
University of Texas at Austin Richard Fitzpatrick
καὶ
τὸ
ἡ
ἄρα
πρὸς
equal
square
τῶν
τῆς
δὲ
ὑπὸ
τῷ
ἀπὸ
ὁ
τῇ
τοῦ
τὸν
τὴν
αβ
proposition
ἐστιν
τὰ
ὡς
αἱ
ἐστὶ
angle
ἴση
οὕτως
ἐστὶν
ἴσον
βγ
angles
γὰρ
μὲν
ἐστι
contained
rational
ὅτι
ἐπεὶ
αγ
γδ
rectangle
ratio
ὅπερ
triangle
commensurable
δὴ
οἱ
ἐν
λέγω
Dil:
english
Fayl:
AZW3 , 1.86 MB
Sizin teqləriniz:
0
/
0
english
7
Euclid's Elements of Geometry
University of Texas at Austin Richard Fitzpatrick
καὶ
τὸ
ἡ
ἄρα
πρὸς
equal
square
τῶν
τῆς
δὲ
ὑπὸ
τῷ
ἀπὸ
ὁ
τῇ
τοῦ
τὸν
τὴν
αβ
proposition
ἐστιν
τὰ
ὡς
αἱ
ἐστὶ
angle
ἴση
οὕτως
ἐστὶν
ἴσον
βγ
angles
γὰρ
μὲν
ἐστι
contained
rational
ὅτι
ἐπεὶ
αγ
γδ
rectangle
ratio
ὅπερ
triangle
commensurable
δὴ
οἱ
ἐν
λέγω
Dil:
english
Fayl:
MOBi , 1.75 MB
Sizin teqləriniz:
0
/
0
english
8
Euclid's Elements of Geometry
Richard Fitzpatrick
,
University of Texas at Austin
καὶ
τὸ
ἡ
ἄρα
πρὸς
equal
square
τῶν
τῆς
δὲ
ὑπὸ
τῷ
ἀπὸ
ὁ
τῇ
τοῦ
τὸν
τὴν
αβ
ἐστιν
τὰ
ὡς
αἱ
ἐστὶ
angle
ἴση
proposition
οὕτως
ἐστὶν
ἴσον
βγ
angles
γὰρ
ἐστι
μὲν
contained
rational
ὅτι
ἐπεὶ
αγ
γδ
rectangle
ratio
ὅπερ
triangle
commensurable
οἱ
δὴ
ἐν
λέγω
Dil:
english
Fayl:
LiT , 752 KB
Sizin teqləriniz:
0
/
0
english
9
Euclid's Elements of Geometry
Richard Fitzpatrick
,
University of Texas at Austin
καὶ
τὸ
ἡ
ἄρα
πρὸς
equal
square
τῶν
τῆς
δὲ
ὑπὸ
τῷ
ἀπὸ
ὁ
τῇ
τοῦ
τὸν
τὴν
αβ
ἐστιν
τὰ
ὡς
αἱ
ἐστὶ
angle
ἴση
proposition
οὕτως
ἐστὶν
ἴσον
βγ
angles
γὰρ
μὲν
ἐστι
contained
rational
ὅτι
ἐπεὶ
αγ
rectangle
γδ
ratio
ὅπερ
triangle
commensurable
δὴ
οἱ
ἐν
λέγω
Dil:
english
Fayl:
EPUB, 729 KB
Sizin teqləriniz:
0
/
0
english
10
Euclid's Elements of Geometry
Richard Fitzpatrick
,
University of Texas at Austin
καὶ
τὸ
ἡ
ἄρα
πρὸς
equal
square
τῶν
τῆς
δὲ
ὑπὸ
τῷ
ἀπὸ
ὁ
τῇ
τοῦ
τὸν
τὴν
αβ
ἐστιν
τὰ
ὡς
αἱ
ἐστὶ
angle
ἴση
οὕτως
ἐστὶν
ἴσον
βγ
rational
γὰρ
contained
angles
μὲν
ἐστι
ὅτι
rectangle
ἐπεὶ
αγ
commensurable
γδ
triangle
ratio
ὅπερ
proposition
δὴ
οἱ
medial
ἐν
Dil:
english
Fayl:
PDF, 4.66 MB
Sizin teqləriniz:
0
/
0
english
11
Euclid's Elements of Geometry
Richard Fitzpatrick
,
University of Texas at Austin
καὶ
τὸ
ἡ
ἄρα
πρὸς
equal
square
τῶν
τῆς
δὲ
ὑπὸ
τῷ
ἀπὸ
ὁ
τῇ
τοῦ
τὸν
τὴν
αβ
ἐστιν
τὰ
ὡς
αἱ
ἐστὶ
angle
ἴση
οὕτως
proposition
ἐστὶν
ἴσον
βγ
angles
γὰρ
μὲν
ἐστι
contained
rational
ὅτι
ἐπεὶ
αγ
γδ
rectangle
ratio
ὅπερ
triangle
commensurable
δὴ
οἱ
ἐν
λέγω
Dil:
english
Fayl:
LiT , 750 KB
Sizin teqləriniz:
0
/
0
english
12
Euclid's Elements of Geometry
Richard Fitzpatrick
,
University of Texas at Austin
καὶ
τὸ
ἡ
ἄρα
πρὸς
equal
square
τῶν
τῆς
δὲ
ὑπὸ
τῷ
ἀπὸ
ὁ
τῇ
τοῦ
τὸν
τὴν
αβ
ἐστιν
τὰ
ὡς
αἱ
ἐστὶ
angle
ἴση
proposition
οὕτως
ἐστὶν
ἴσον
βγ
angles
γὰρ
μὲν
ἐστι
contained
rational
ὅτι
ἐπεὶ
αγ
rectangle
γδ
ratio
ὅπερ
triangle
commensurable
δὴ
οἱ
ἐν
λέγω
Dil:
english
Fayl:
EPUB, 729 KB
Sizin teqləriniz:
0
/
0
english
13
Στοιχεία Εὐκλείδου / Euclid's Elements of Geometry
f J.L. Heiberg
καὶ
τὸ
ἡ
ἄρα
πρὸς
equal
square
τῶν
τῆς
δὲ
ὑπὸ
τῷ
ἀπὸ
ὁ
τῇ
τοῦ
τὸν
τὴν
αβ
ἐστιν
τὰ
ὡς
αἱ
ἐστὶ
angle
ἴση
οὕτως
ἐστὶν
ἴσον
βγ
rational
γὰρ
contained
angles
μὲν
ἐστι
ὅτι
rectangle
ἐπεὶ
αγ
commensurable
γδ
triangle
ratio
ὅπερ
proposition
δὴ
οἱ
medial
ἐν
Dil:
greek
Fayl:
PDF, 4.68 MB
Sizin teqləriniz:
5.0
/
0
greek
14
Euclid's Elements of Geometry
Richard Fitzpatrick
Euclid
,
Richard Fitzpatrick
καὶ
τὸ
ἡ
ἄρα
πρὸς
equal
square
τῶν
τῆς
δὲ
ὑπὸ
τῷ
ἀπὸ
ὁ
τῇ
τοῦ
τὸν
τὴν
αβ
ἐστιν
τὰ
ὡς
αἱ
ἐστὶ
angle
ἴση
οὕτως
ἐστὶν
ἴσον
βγ
rational
γὰρ
contained
angles
μὲν
ἐστι
ὅτι
rectangle
ἐπεὶ
αγ
commensurable
γδ
triangle
ratio
ὅπερ
proposition
δὴ
οἱ
medial
ἐν
İl:
2008
Dil:
english
Fayl:
PDF, 4.68 MB
Sizin teqləriniz:
5.0
/
5.0
english, 2008
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