Segitiga sama kaki (Indonesian Wikipedia)

Analysis of information sources in references of the Wikipedia article "Segitiga sama kaki" in Indonesian language version.

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Guinand 1984. Guinand, Andrew P. (1984), "Euler lines, tritangent centers, and their triangles", American Mathematical Monthly, 91 (5): 290–300, doi:10.2307/2322671, MR 0740243
Harris & Stöcker 1998, hlm. 78. Harris, John W.; Stöcker, Horst (1998), Handbook of mathematics and computational science, New York: Springer-Verlag, doi:10.1007/978-1-4612-5317-4, ISBN 0-387-94746-9, MR 1621531
Alsina & Nelsen 2009, hlm. 71. Alsina, Claudi; Nelsen, Roger B. (2009), When less is more: Visualizing basic inequalities, The Dolciani Mathematical Expositions, 36, Mathematical Association of America, Washington, DC, ISBN 978-0-88385-342-9, MR 2498836
Baloglou & Helfgott 2008, Persamaan (1). Baloglou, George; Helfgott, Michel (2008), "Angles, area, and perimeter caught in a cubic" (PDF), Forum Geometricorum, 8: 13–25, MR 2373294
Baloglou & Helfgott 2008, Teorema 2. Baloglou, George; Helfgott, Michel (2008), "Angles, area, and perimeter caught in a cubic" (PDF), Forum Geometricorum, 8: 13–25, MR 2373294
Oxman 2005. Oxman, Victor (2005), "On the existence of triangles with given lengths of one side, the opposite and one adjacent angle bisectors" (PDF), Forum Geometricorum, 5: 21–22, MR 2141652
Gilbert & MacDonnell 1963. Gilbert, G.; MacDonnell, D. (1963), "The Steiner–Lehmus Theorem", Classroom Notes, American Mathematical Monthly, 70 (1): 79–80, doi:10.2307/2312796, MR 1531983
Harris & Stöcker 1998, hlm. 75. Harris, John W.; Stöcker, Horst (1998), Handbook of mathematics and computational science, New York: Springer-Verlag, doi:10.1007/978-1-4612-5317-4, ISBN 0-387-94746-9, MR 1621531
Alsina & Nelsen 2009, hlm. 67. Alsina, Claudi; Nelsen, Roger B. (2009), When less is more: Visualizing basic inequalities, The Dolciani Mathematical Expositions, 36, Mathematical Association of America, Washington, DC, ISBN 978-0-88385-342-9, MR 2498836
Gandz 1940. Gandz, Solomon (1940), "Studies in Babylonian mathematics. III. Isoperimetric problems and the origin of the quadratic equations", Isis, 32: 101–115 (1947), doi:10.1086/347645, MR 0017683 . See in particular p. 111.
Posamentier & Lehmann 2012, hlm. 24. Posamentier, Alfred S.; Lehmann, Ingmar (2012), The Secrets of Triangles: A Mathematical Journey, Amherst, NY: Prometheus Books, hlm. 387, ISBN 978-1-61614-587-3, MR 2963520
Bezdek & Bisztriczky 2015. Bezdek, András; Bisztriczky, Ted (2015), "Finding equal-diameter triangulations in polygons", Beiträge zur Algebra und Geometrie, 56 (2): 541–549, doi:10.1007/s13366-014-0206-6, MR 3391189
Robbins 1995. Robbins, David P. (1995), "Areas of polygons inscribed in a circle", American Mathematical Monthly, 102 (6): 523–530, doi:10.2307/2974766, MR 1336638
Wilson 2008. Wilson, Robin (2008), Lewis Carroll in Numberland: His fantastical mathematical logical life, an agony in eight fits, Penguin Books, hlm. 169–170, ISBN 978-0-14-101610-8, MR 2455534
Specht et al. 2015. Specht, Edward John; Jones, Harold Trainer; Calkins, Keith G.; Rhoads, Donald H. (2015), Euclidean geometry and its subgeometries, Springer, Cham, hlm. 64, doi:10.1007/978-3-319-23775-6, ISBN 978-3-319-23774-9, MR 3445044

archive.org

Heath 1956, hlm. 187, Definisi 20. Heath, Thomas L. (1956) [1925], The Thirteen Books of Euclid's Elements, 1 (edisi ke-2nd), New York: Dover Publications, ISBN 0-486-60088-2
Lardner 1840, hlm. 46. Lardner, Dionysius (1840), A Treatise on Geometry and Its Application in the Arts, The Cabinet Cyclopædia, London
Lavedan 1947. Lavedan, Pierre (1947), French Architecture, Penguin Books, hlm. 44
Ketchum 1920. Ketchum, Milo Smith (1920), The Design of Highway Bridges of Steel, Timber and Concrete, New York: McGraw-Hill, hlm. 107
Høyrup. "Banyak Egiptolog sebelumnya" percaya bahwa bangsa Mesir menggunakan rumus tentang luas segitiga yang kurang tepat, yang berbunyi hasil kali dari alas dengan sisi. Walaupun demikian, Vasily mendukung pandangan tersebut bahwa bangsa Mesir menggunakan rumus yang benar, yaitu hasil kali dari alas dengan sisi Clagett 1989. Hal ini menimbulkan sisa pertanyaan mengenai terjemahan dari salah satu kata yang terdapat di dalam papirus Rhind, dan kata tersebut diterjemahkan sebagai tinggi (atau lebih tepatnya sebagai perbandingan tinggi dengan alas), sehingga rumus tersebut benar Gunn & Peet 1929, hlm. 173–174. Høyrup, Jens, "Geometry in Mesopotamia and Egypt", Encyclopaedia of the History of Science, Technology, and Medicine in Non-Western Cultures, Springer Netherlands, hlm. 1019–1023, doi:10.1007/978-1-4020-4425-0_8619 Clagett, Marshall (1989), Ancient Egyptian Science: Ancient Egyptian mathematics, American Philosophical Society, Footnote 68, pp. 195–197, ISBN 9780871692320 Gunn, Battiscombe; Peet, T. Eric (May 1929), "Four geometrical problems from the Moscow Mathematical Papyrus", The Journal of Egyptian Archaeology, 15 (1): 167–185, doi:10.1177/030751332901500130, JSTOR 3854111
Heath 1956, hlm. 251. Heath, Thomas L. (1956) [1925], The Thirteen Books of Euclid's Elements, 1 (edisi ke-2nd), New York: Dover Publications, ISBN 0-486-60088-2

arxiv.org

Gottschau, Haverkort & Matzke 2018. Gottschau, Marinus; Haverkort, Herman; Matzke, Kilian (2018), "Reptilings and space-filling curves for acute triangles", Discrete & Computational Geometry, 60 (1): 170–199, arXiv:1603.01382 , doi:10.1007/s00454-017-9953-0

berkeley.edu

people.eecs.berkeley.edu

Kahan 2014. Kahan, W. (September 4, 2014), "Miscalculating Area and Angles of a Needle-like Triangle" (PDF), Lecture Notes for Introductory Numerical Analysis Classes, University of California, Berkeley

books.google.com

Barnes 2012. Barnes, John (2012), Gems of Geometry (edisi ke-2nd, illustrated), Springer, hlm. 27, ISBN 9783642309649
Conway & Guy 1996. Conway, J.H.; Guy, R.K. (1996), "Calabi's Triangle", The Book of Numbers, New York: Springer-Verlag, hlm. 206
Loeb 1992. Loeb, Arthur (1992), Concepts and Images: Visual Mathematics, Boston: Birkhäuser Boston, hlm. 180, ISBN 0-8176-3620-X
Montroll 2009. Montroll, John (2009), Origami Polyhedra Design, A K Peters, hlm. 6, ISBN 9781439871065
Hadamard 2008, hlm. 23. Hadamard, Jacques (2008), Lessons in Geometry: Plane geometry, diterjemahkan oleh Saul, Mark, American Mathematical Society, ISBN 9780821843673
Harris & Stöcker 1998, hlm. 78. Harris, John W.; Stöcker, Horst (1998), Handbook of mathematics and computational science, New York: Springer-Verlag, doi:10.1007/978-1-4612-5317-4, ISBN 0-387-94746-9, MR 1621531
Salvadori & Wright 1998. Salvadori, Mario; Wright, Joseph P. (1998), Math Games for Middle School: Challenges and Skill-Builders for Students at Every Level, Chicago Review Press, hlm. 70–71, ISBN 9781569767276
Hadamard 2008, Latihan 5, hlm. 29. Hadamard, Jacques (2008), Lessons in Geometry: Plane geometry, diterjemahkan oleh Saul, Mark, American Mathematical Society, ISBN 9780821843673
Young 2011, hlm. 298. Young, Cynthia Y. (2011), Trigonometry, John Wiley & Sons, ISBN 9780470648025
Young 2011, hlm. 398. Young, Cynthia Y. (2011), Trigonometry, John Wiley & Sons, ISBN 9780470648025
Wickelgren 2012. Wickelgren, Wayne A. (2012), How to Solve Mathematical Problems, Dover Books on Mathematics, Courier Corporation, hlm. 222–224, ISBN 9780486152684 .
Harris & Stöcker 1998, hlm. 75. Harris, John W.; Stöcker, Horst (1998), Handbook of mathematics and computational science, New York: Springer-Verlag, doi:10.1007/978-1-4612-5317-4, ISBN 0-387-94746-9, MR 1621531
Lord 1982. Lihat Hadamard 2008, Latihan 340, hlm. 270. Lord, N. J. (June 1982), "66.16 Isosceles subdivisions of triangles", The Mathematical Gazette, 66 (436): 136, doi:10.2307/3617750 Hadamard, Jacques (2008), Lessons in Geometry: Plane geometry, diterjemahkan oleh Saul, Mark, American Mathematical Society, ISBN 9780821843673
Padovan 2002. Padovan, Richard (2002), Towards Universality: Le Corbusier, Mies, and De Stijl, Psychology Press, hlm. 128, ISBN 9780415259620
Pellegrino 2002. Pellegrino, S. (2002), Deployable Structures, CISM International Centre for Mechanical Sciences, 412, Springer, hlm. 99–100, ISBN 9783211836859
Jakway 1922. Jakway, Bernard C. (1922), The Principles of Interior Decoration, Macmillan, hlm. 48
Diacu & Holmes 1999. Diacu, Florin; Holmes, Philip (1999), Celestial Encounters: The Origins of Chaos and Stability, Princeton Science Library, Princeton University Press, hlm. 122, ISBN 9780691005454
Høyrup. "Banyak Egiptolog sebelumnya" percaya bahwa bangsa Mesir menggunakan rumus tentang luas segitiga yang kurang tepat, yang berbunyi hasil kali dari alas dengan sisi. Walaupun demikian, Vasily mendukung pandangan tersebut bahwa bangsa Mesir menggunakan rumus yang benar, yaitu hasil kali dari alas dengan sisi Clagett 1989. Hal ini menimbulkan sisa pertanyaan mengenai terjemahan dari salah satu kata yang terdapat di dalam papirus Rhind, dan kata tersebut diterjemahkan sebagai tinggi (atau lebih tepatnya sebagai perbandingan tinggi dengan alas), sehingga rumus tersebut benar Gunn & Peet 1929, hlm. 173–174. Høyrup, Jens, "Geometry in Mesopotamia and Egypt", Encyclopaedia of the History of Science, Technology, and Medicine in Non-Western Cultures, Springer Netherlands, hlm. 1019–1023, doi:10.1007/978-1-4020-4425-0_8619 Clagett, Marshall (1989), Ancient Egyptian Science: Ancient Egyptian mathematics, American Philosophical Society, Footnote 68, pp. 195–197, ISBN 9780871692320 Gunn, Battiscombe; Peet, T. Eric (May 1929), "Four geometrical problems from the Moscow Mathematical Papyrus", The Journal of Egyptian Archaeology, 15 (1): 167–185, doi:10.1177/030751332901500130, JSTOR 3854111
Specht et al. 2015. Specht, Edward John; Jones, Harold Trainer; Calkins, Keith G.; Rhoads, Donald H. (2015), Euclidean geometry and its subgeometries, Springer, Cham, hlm. 64, doi:10.1007/978-3-319-23775-6, ISBN 978-3-319-23774-9, MR 3445044

britannica.com

Smith 2014. Smith, Whitney (June 26, 2014), "Flag of Saint Lucia", Encyclopædia Britannica, diakses tanggal 2018-09-12

doi.org

Gottschau, Haverkort & Matzke 2018. Gottschau, Marinus; Haverkort, Herman; Matzke, Kilian (2018), "Reptilings and space-filling curves for acute triangles", Discrete & Computational Geometry, 60 (1): 170–199, arXiv:1603.01382 , doi:10.1007/s00454-017-9953-0
Guinand 1984. Guinand, Andrew P. (1984), "Euler lines, tritangent centers, and their triangles", American Mathematical Monthly, 91 (5): 290–300, doi:10.2307/2322671, MR 0740243
Harris & Stöcker 1998, hlm. 78. Harris, John W.; Stöcker, Horst (1998), Handbook of mathematics and computational science, New York: Springer-Verlag, doi:10.1007/978-1-4612-5317-4, ISBN 0-387-94746-9, MR 1621531
Gilbert & MacDonnell 1963. Gilbert, G.; MacDonnell, D. (1963), "The Steiner–Lehmus Theorem", Classroom Notes, American Mathematical Monthly, 70 (1): 79–80, doi:10.2307/2312796, MR 1531983
Conway & Ryba 2014. Conway, John; Ryba, Alex (July 2014), "The Steiner–Lehmus angle-bisector theorem", The Mathematical Gazette, 98 (542): 193–203, doi:10.1017/s0025557200001236
Harris & Stöcker 1998, hlm. 75. Harris, John W.; Stöcker, Horst (1998), Handbook of mathematics and computational science, New York: Springer-Verlag, doi:10.1007/978-1-4612-5317-4, ISBN 0-387-94746-9, MR 1621531
Gandz 1940. Gandz, Solomon (1940), "Studies in Babylonian mathematics. III. Isoperimetric problems and the origin of the quadratic equations", Isis, 32: 101–115 (1947), doi:10.1086/347645, MR 0017683 . See in particular p. 111.
Lord 1982. Lihat Hadamard 2008, Latihan 340, hlm. 270. Lord, N. J. (June 1982), "66.16 Isosceles subdivisions of triangles", The Mathematical Gazette, 66 (436): 136, doi:10.2307/3617750 Hadamard, Jacques (2008), Lessons in Geometry: Plane geometry, diterjemahkan oleh Saul, Mark, American Mathematical Society, ISBN 9780821843673
Bezdek & Bisztriczky 2015. Bezdek, András; Bisztriczky, Ted (2015), "Finding equal-diameter triangulations in polygons", Beiträge zur Algebra und Geometrie, 56 (2): 541–549, doi:10.1007/s13366-014-0206-6, MR 3391189
Robbins 1995. Robbins, David P. (1995), "Areas of polygons inscribed in a circle", American Mathematical Monthly, 102 (6): 523–530, doi:10.2307/2974766, MR 1336638
Washburn 1984. Washburn, Dorothy K. (July 1984), "A study of the red on cream and cream on red designs on Early Neolithic ceramics from Nea Nikomedeia", American Journal of Archaeology, 88 (3): 305, doi:10.2307/504554
Bolton, Nicol & Macleod 1977. Bolton, Nicholas J; Nicol, D.; Macleod, G. (March 1977), "The geometry of the Śrī-yantra", Religion, 7 (1): 66–85, doi:10.1016/0048-721x(77)90008-2
Høyrup. "Banyak Egiptolog sebelumnya" percaya bahwa bangsa Mesir menggunakan rumus tentang luas segitiga yang kurang tepat, yang berbunyi hasil kali dari alas dengan sisi. Walaupun demikian, Vasily mendukung pandangan tersebut bahwa bangsa Mesir menggunakan rumus yang benar, yaitu hasil kali dari alas dengan sisi Clagett 1989. Hal ini menimbulkan sisa pertanyaan mengenai terjemahan dari salah satu kata yang terdapat di dalam papirus Rhind, dan kata tersebut diterjemahkan sebagai tinggi (atau lebih tepatnya sebagai perbandingan tinggi dengan alas), sehingga rumus tersebut benar Gunn & Peet 1929, hlm. 173–174. Høyrup, Jens, "Geometry in Mesopotamia and Egypt", Encyclopaedia of the History of Science, Technology, and Medicine in Non-Western Cultures, Springer Netherlands, hlm. 1019–1023, doi:10.1007/978-1-4020-4425-0_8619 Clagett, Marshall (1989), Ancient Egyptian Science: Ancient Egyptian mathematics, American Philosophical Society, Footnote 68, pp. 195–197, ISBN 9780871692320 Gunn, Battiscombe; Peet, T. Eric (May 1929), "Four geometrical problems from the Moscow Mathematical Papyrus", The Journal of Egyptian Archaeology, 15 (1): 167–185, doi:10.1177/030751332901500130, JSTOR 3854111
Specht et al. 2015. Specht, Edward John; Jones, Harold Trainer; Calkins, Keith G.; Rhoads, Donald H. (2015), Euclidean geometry and its subgeometries, Springer, Cham, hlm. 64, doi:10.1007/978-3-319-23775-6, ISBN 978-3-319-23774-9, MR 3445044

ed.gov

files.eric.ed.gov

Bardell 2016. Bardell, Nicholas S. (2016), "Cubic polynomials with real or complex coefficients: The full picture" (PDF), Australian Senior Mathematics Journal, 30 (2): 5–26

fau.edu

forumgeom.fau.edu

Baloglou & Helfgott 2008, Persamaan (1). Baloglou, George; Helfgott, Michel (2008), "Angles, area, and perimeter caught in a cubic" (PDF), Forum Geometricorum, 8: 13–25, MR 2373294
Baloglou & Helfgott 2008, Teorema 2. Baloglou, George; Helfgott, Michel (2008), "Angles, area, and perimeter caught in a cubic" (PDF), Forum Geometricorum, 8: 13–25, MR 2373294
Oxman 2005. Oxman, Victor (2005), "On the existence of triangles with given lengths of one side, the opposite and one adjacent angle bisectors" (PDF), Forum Geometricorum, 5: 21–22, MR 2141652

google.de

books.google.de

Stahl 2003, hlm. 37. Stahl, Saul (2003), Geometry from Euclid to Knots, Prentice-Hall, ISBN 0-13-032927-4

imomath.com

Arslanagić. Arslanagić, Šefket, "Problem η44", Inequalities proposed in Crux Mathematicorum (PDF), hlm. 151

jstor.org

Høyrup. "Banyak Egiptolog sebelumnya" percaya bahwa bangsa Mesir menggunakan rumus tentang luas segitiga yang kurang tepat, yang berbunyi hasil kali dari alas dengan sisi. Walaupun demikian, Vasily mendukung pandangan tersebut bahwa bangsa Mesir menggunakan rumus yang benar, yaitu hasil kali dari alas dengan sisi Clagett 1989. Hal ini menimbulkan sisa pertanyaan mengenai terjemahan dari salah satu kata yang terdapat di dalam papirus Rhind, dan kata tersebut diterjemahkan sebagai tinggi (atau lebih tepatnya sebagai perbandingan tinggi dengan alas), sehingga rumus tersebut benar Gunn & Peet 1929, hlm. 173–174. Høyrup, Jens, "Geometry in Mesopotamia and Egypt", Encyclopaedia of the History of Science, Technology, and Medicine in Non-Western Cultures, Springer Netherlands, hlm. 1019–1023, doi:10.1007/978-1-4020-4425-0_8619 Clagett, Marshall (1989), Ancient Egyptian Science: Ancient Egyptian mathematics, American Philosophical Society, Footnote 68, pp. 195–197, ISBN 9780871692320 Gunn, Battiscombe; Peet, T. Eric (May 1929), "Four geometrical problems from the Moscow Mathematical Papyrus", The Journal of Egyptian Archaeology, 15 (1): 167–185, doi:10.1177/030751332901500130, JSTOR 3854111

nasa.gov

ntrs.nasa.gov

Yoshimura 1955. Yoshimura, Yoshimaru (July 1955), On the mechanism of buckling of a circular cylindrical shell under axial compression, Technical Memorandum 1390, National Advisory Committee for Aeronautics