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The Mathematical Gazette

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Published on behalf of The Mathematical Association

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The Mathematical Gazette
ISSN: 0025-5572

EISSN: 2056-6328

URL: /core/journals/mathematical-gazette
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The Mathematical Gazette

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Volume 4 - May 1907

Reviews

Plane Geometry for Secondary Schools. By Charles Davison, Sc.D., and C. H. Richards, M.A. (Cambridge University Press.)

Solutions

613. [D. 2. b.] [no title]

Mathematical Notes

265. [L1. 17. e; K. c.] The intersection of an in-conic and polar circle

238. [K.9.] Geometrical Illustration of Pascal's Theorem

261. [X. 4. b. β.] Graphical solution of a biquadratic.

Other

Answers to Queries

Mathematical Notes

240. [K. v. d.] Linkage Problem

287. [D. c. v. Note 281, p. 332]

262. [C. 1. f.] Note on Turning Values.

266. [K. 1. c.] The Self-Reciprocal 13-gon

279. [K. 21.]. Two approximate geometrical constructions for inscribing a Nonagon in a circle

Reviews

Encyclopädie der Elementar-mathematik. Dritter Band. Angewandte Elementar-mathematik. H. Webre, J. Wellstein, and R. H. Weber. Pp. xiii, 666. Price, 14 m. 1907. (Teubner, Leipzig. )

La Formule ρ = reι(φ+ιψ) interprétée géométriquement dans l’espace, de manière à prendre la forme d’un Quaternion. Par J. H. Peek, Docteur ès Sciences, conseiller actuariel de la Banque Royale d’Assurance à Amsterdam. (H. Eisendrath, Amsterdam, 1907.)

Other

Query

Mathematical Notes

227. [I.] Gazette

Books Received

Books, etc., Received

Solutions

614. [K. 20. d.] [no title]

Reviews

Vorlesungen über mathematische Statistik (Die Lehre von den Statistischen Masszahlen). By E. Blaschke. pp. viii, 268. 1906. (Teubner.)

Mathematical Notes.

248. [C. 2. j.] The Solution of the “Christmas Cake” Problem

Reviews

Breve storia della matematica dai tempsi antichi al medio-evo. By Dr. G. Fazzari (Laudron.)

The Mathematical Gazette

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Volume 4 - May 1907

Reviews

Solutions

Mathematical Notes

Other

Mathematical Notes

Reviews

Other

Mathematical Notes

Books Received

Solutions

Reviews

Mathematical Notes.

Reviews