2 edition of Key to Robinson"s new geometry and trigonometry, and conic sections and analytical geometry found in the catalog.
|LC Classifications||QA529 .R67|
|The Physical Object|
|Pagination||iv, -186 p.|
|Number of Pages||186|
|LC Control Number||03020975|
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In De sectionibus conicis (On conic sections), written in , Wallis explored the subject of the interesting, but hardly mind-stretching, concept of conic sections the shapes produced when different cuts are made through a pair of cones joined at their apexes, and threw in the symbol almost in passing, as if were already commonplace.
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Full text of "Key to Robinson's new geometry and trigonometry, and conic sections and analytical geometry" See other formats. page [unnumbered] page [unnumbered] page i robinson's mathematical series. conic sections and analytical geometry; theoretically and practically illustrated.
by horatio n. robinson, ll. d., late professor of mathematics in the u. navy, and autmor of a fnu couml of mathematics. CONCISE MATHEMATICAL OPERATIONS, KEY TO GEOMETRY AND TRIGONOMETRY, CONIC SECTIONS AND ANALYTICAL GEOMETRY, The most liberal tertns for first supplies^ for introduction, and specimen copied, for examination.
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