Euclid and His Modern RivalsMacmillan and Company, 1879 - 299 sider |
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Resultat 1-5 av 83
Side xxii
... angle be constant , the Axiom involves two assump- tions : viz . that ( 1 ) there can be a Pair of different Lines that make equal angles with any transversal PAGE 96 . 100 ( 2 ) Lines , which make equal angles with a cer- tain ...
... angle be constant , the Axiom involves two assump- tions : viz . that ( 1 ) there can be a Pair of different Lines that make equal angles with any transversal PAGE 96 . 100 ( 2 ) Lines , which make equal angles with a cer- tain ...
Side 2
... angles AGH , GHD , shall be equal . 6 For AGH and EGB are equal because vertically oppo- 2 [ ACT I. MINOS AND.
... angles AGH , GHD , shall be equal . 6 For AGH and EGB are equal because vertically oppo- 2 [ ACT I. MINOS AND.
Side 2
... angles AGH , GHD , shall be equal . For AGH and EGB are equal because vertically oppo- site 2 [ ACT I. MINOS AND.
... angles AGH , GHD , shall be equal . For AGH and EGB are equal because vertically oppo- site 2 [ ACT I. MINOS AND.
Side 3
... equally and similarly inclined to the same right line , or make equal angles with it towards the same side . ' Min . That is very soothing . So far as I can make it out , Mr. Cooley quietly assumes that lines , which make equal angles ...
... equally and similarly inclined to the same right line , or make equal angles with it towards the same side . ' Min . That is very soothing . So far as I can make it out , Mr. Cooley quietly assumes that lines , which make equal angles ...
Side 22
... equal angles ; all do so ; one makes unequal angles ; all do so . Particular properties under this heading may be distin- guished by subscripts , as follows : - Meaning . Symbol . ta te t ; t . 22 [ ACT I. MINOS AND EUCLID .
... equal angles ; all do so ; one makes unequal angles ; all do so . Particular properties under this heading may be distin- guished by subscripts , as follows : - Meaning . Symbol . ta te t ; t . 22 [ ACT I. MINOS AND EUCLID .
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adjacent angles angles are equal assert assumed axiomatic beginners bisect CHAUVENET coincide common point contranominal course CUTHBERTSON deduced define definition demonstrated different directions Different Lines discussed doppelgänger drawn Elementary Geometry equal angles equal ext Euclid Euclid's Theorems examination finite Lines given Line given point grant interpolated Intersectional Lines LEGENDRE Lines are equidistant Lines make equal magnitude Manual mathematical meet if produced MINOS Modern Rivals NIEMAND reads old proof omission omitted Pair of Lines parallelogram perpendicular Petitio Principii Plane Geometry Playfair's Axiom Pref Problems and Theorems proof of Euc Prop propositions proved right angles Right Lines sD'-related Lines separational Lines sides straight angle straight Line suppose Syllabus TABLES I-IV Th Th third Line tion transversal Treatment of Parallels triangle true unequal University College School Wilson words writer دو وو