Hendecagon (English Wikipedia)

Analysis of information sources in references of the Wikipedia article "Hendecagon" in English language version.

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1web.archive.org

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archive.org

Loomis, Elias (1859), Elements of Plane and Spherical Trigonometry: With Their Applications to Mensuration, Surveying, and Navigation, Harper, p. 65.
Brewer, Ebenezer Cobham (1877), Errors of speech and of spelling, London: W. Tegg and co., p. iv.
McClain, Kay (1998), Glencoe mathematics: applications and connections, Glencoe/McGraw-Hill, p. 357, ISBN 9780028330549.
Heath, Sir Thomas Little (1921), A History of Greek Mathematics, Vol. II: From Aristarchus to Diophantus, The Clarendon Press, p. 329.

books.google.com

As Gauss proved, a polygon with a prime number p of sides can be constructed if and only if p − 1 is a power of two, which is not true for 11. See Kline, Morris (1990), Mathematical Thought From Ancient to Modern Times, vol. 2, Oxford University Press, pp. 753–754, ISBN 9780199840427.
T. Drummond, (1800) The Young Ladies and Gentlemen's AUXILIARY, in Taking Heights and Distances ..., Construction description pp. 15–16 Fig. 40: scroll from page 69 ... to page 76 Part I. Second Edition, retrieved on 26 March 2016
Cuhaj, George S.; Michael, Thomas (2012), 2013 Standard Catalog of World Coins 2001 to Date, Krause Publications, p. 402, ISBN 9781440229657.

doi.org

doi.org

Haldeman, Cyrus B. (1922), "Construction of the regular undecagon by a sextic curve", Discussions, American Mathematical Monthly, 29 (10), doi:10.2307/2299029, JSTOR 2299029.
Mossinghoff, Michael J. (2006), "A $1 problem" (PDF), American Mathematical Monthly, 113 (5): 385–402, doi:10.2307/27641947, JSTOR 27641947

dx.doi.org

Benjamin, Elliot; Snyder, C. Mathematical Proceedings of the Cambridge Philosophical Society156.3 (May 2014): 409-424.; https://dx.doi.org/10.1017/S0305004113000753

jstor.org

Haldeman, Cyrus B. (1922), "Construction of the regular undecagon by a sextic curve", Discussions, American Mathematical Monthly, 29 (10), doi:10.2307/2299029, JSTOR 2299029.
Mossinghoff, Michael J. (2006), "A $1 problem" (PDF), American Mathematical Monthly, 113 (5): 385–402, doi:10.2307/27641947, JSTOR 27641947

maa.org

Mossinghoff, Michael J. (2006), "A $1 problem" (PDF), American Mathematical Monthly, 113 (5): 385–402, doi:10.2307/27641947, JSTOR 27641947

math.ca

cms.math.ca

Lucero, J. C. (2018). "Construction of a regular hendecagon by two-fold origami". Crux Mathematicorum. 44: 207–213. Archived from the original on 20 June 2018. Retrieved 20 June 2018.

web.archive.org

Lucero, J. C. (2018). "Construction of a regular hendecagon by two-fold origami". Crux Mathematicorum. 44: 207–213. Archived from the original on 20 June 2018. Retrieved 20 June 2018.

wolfram.com

mathworld.wolfram.com

Hendecagon – from Wolfram MathWorld