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019 ▼a 1199891342 ▼a 1202466738 ▼a 1229956111
020 ▼a 9780192585370 ▼q electronic book
020 ▼a 0192585371 ▼q electronic book
020 ▼a 9780192585387 ▼q electronic book
020 ▼a 019258538X ▼q electronic book
020 ▼z 019884638X
020 ▼z 9780198846383
035 ▼a 2647341 ▼b (N$T)
035 ▼a (OCoLC)1202530948 ▼z (OCoLC)1199891342 ▼z (OCoLC)1202466738 ▼z (OCoLC)1229956111
037 ▼a CB85CA15-8129-4878-A034-01773B122644 ▼b OverDrive, Inc. ▼n http://www.overdrive.com
040 ▼a TOH ▼b eng ▼e rda ▼c TOH ▼d OCLCO ▼d YDX ▼d TEFOD ▼d OCLCO ▼d YDXIT ▼d N$T ▼d EBLCP ▼d OCLCF ▼d 248032
049 ▼a MAIN
050 4 ▼a QA445 ▼b .A24 2020
08204 ▼a 516 ▼2 23
1001 ▼a Acheson, D. J., ▼e author.
24514 ▼a The wonder book of geometry : ▼b A Mathematical Story / ▼c David Acheson. ▼h [electronic resource]
250 ▼a First edition.
260 ▼a Oxford : ▼b Oxford University Press, ▼c 2020.
300 ▼a 1 online resource (vii, 279 pages)
336 ▼a text ▼b txt ▼2 rdacontent
337 ▼a computer ▼b c ▼2 rdamedia
338 ▼a online resource ▼b cr ▼2 rdacarrier
347 ▼a text file ▼2 rda
500 ▼a Electronic book.
504 ▼a Includes bibliographical references and index.
5050 ▼a Cover -- The Wonder Book of Geometry -- Copyright -- Contents -- 1: Introduction -- 2: Getting Started -- Parallel lines -- Angles -- Opposite angles -- Alternate angles -- The angle-sum of a triangle -- 3: Euclid's Elements -- Euclid, 1732 -- 4: Thales' Theorem -- Congruent triangles -- Isosceles triangles -- Circles -- Thales' theorem -- the mathematical world of Ancient Greece -- 5: Geometry in Action -- Thales and similar triangles -- Measuring the Earth -- 'Practical work', 1929 -- Area -- 6: Pythagoras' Theorem -- A special case -- Unexpectedly irrational -- Three proofs of Pythagoras
5058 ▼a A 'proof by picture' -- 'Plain and Easie' -- Pythagoras in China? -- 7: 'In Love with Geometry'? -- The area of a triangle -- Euclid's proof of Pythagoras' theorem -- 371 Proofs of Pythagoras -- 8: 'Imagine my Exultation, Watson . . .' -- A problem with ladders -- Pythagoras by similar triangles -- A neat proof -- An even neater one? -- Similarity and area -- The bigger picture -- 9: Congruence and Similarity -- Congruence -- The reflection of light -- Parallelograms -- Describing congruence and similarity -- Similarity -- The mid-point theorem -- Varignon's theorem -- The Golden Ration
5058 ▼a Not quite the 'pizza theorem' -- 19: Unexpected Meetings -- The perpendicular bisectors -- The altitudes -- The angle-bisectors -- The medians -- And there's a lot more . . . -- 20: Ceva's Theorem -- The converse of Ceva's theorem -- The medians revisited -- The altitudes revisited -- The Gergonne point -- How Ceva did it -- Some Futher Slices of Pi -- 21: A Kind of Symmetry -- Newton and the altitudes -- The eyeball theorem -- The medians, by coordinate geometry -- 22: 'Pyracy' in Woolwich? -- What's the smallest area? -- Queen Dido's problem -- 23: Fermat's Problem -- Torricelli's approach
520 ▼a David Acheson transports us into the world of geometry, one of the oldest branches of mathematics. He describes its history, from ancient Greece to the present day, and its emphasis on proofs. With its elegant deduction and practical applications, he demonstrates how geometry offers the quickest route to the spirit of mathematics at its best.
588 ▼a Description based on online resource; title from digital title page (viewed on December 10, 2020).
590 ▼a OCLC control number change
650 0 ▼a Geometry.
650 7 ▼a Geometry. ▼2 fast ▼0 (OCoLC)fst00940864
655 0 ▼a Electronic books.
655 4 ▼a Electronic books.
77608 ▼i Print version: ▼z 019884638X ▼z 9780198846383 ▼w (OCoLC)1139241229
85640 ▼3 EBSCOhost ▼u https://search.ebscohost.com/login.aspx?direct=true&scope=site&db=nlebk&db=nlabk&AN=2647341
938 ▼a YBP Library Services ▼b YANK ▼n 17006017
938 ▼a YBP Library Services ▼b YANK ▼n 301620892
938 ▼a EBSCOhost ▼b EBSC ▼n 2647341
938 ▼a ProQuest Ebook Central ▼b EBLB ▼n EBL6369555
990 ▼a 관리자
994 ▼a 92 ▼b N$T