Notes
99.18 Justifying the factor in Stirling’s formula
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- 10 July 2015, pp. 336-337
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99.19 When do the inradius and exradii form progressions?
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- 10 July 2015, pp. 337-339
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99.20 A projective Simson line
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- 10 July 2015, pp. 339-341
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99.21 The simplest proof ever of the pons asinorum theorem
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- 10 July 2015, pp. 341-342
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99.22 The golden ratio and equilateral triangles
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- 10 July 2015, pp. 342-346
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99.23 Kicking a cube
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- 10 July 2015, pp. 346-347
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99.24 The Not-on-the-line transformation
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- 10 July 2015, pp. 347-352
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99.25 The work done by friction
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- 10 July 2015, pp. 352-356
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99.26 Proof without words: cosec 2x = cot x − cot 2x
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- 10 July 2015, p. 357
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Teaching Notes
Complex numbers and triangles
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- 10 July 2015, pp. 357-358
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A rich calculus problem about a frustum
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- 10 July 2015, pp. 359-362
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Correspondence
Correspondence
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- 10 July 2015, p. 363
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Feedback
Feedback
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- 10 July 2015, pp. 363-367
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Problem Corner
Problem Corner
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- 10 July 2015, pp. 368-375
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Student Problems
Student Problems
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- 10 July 2015, pp. 376-378
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Reviews
The School Mathematics Project 1961 – 1970, a decade of innovation and its sequel by Bryan Thwaites, Cambridge University Press, available free from the author.
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- 10 July 2015, pp. 379-380
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Origins of mathematical words by Anthony Lo Bello, pp 350, $32.00 (paper), ISBN 978-1421-41098-2, Johns Hopkins University Press (2013).
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- 10 July 2015, pp. 380-381
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Wizards, aliens and starships by Charles L. Adler, pp. 378, £29.95 (hard), ISBN 978-0-691-14715-4, Princeton University Press (2014).
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- 10 July 2015, pp. 381-382
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Calculus for the ambitious by T. W. Körner, pp 165, £17.99 (hard), ISBN 978-1-107-06392-1, Cambridge University Press (2014).
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- 10 July 2015, pp. 382-383
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Professor Stewart’s casebook of mathematical mysteries by Ian Stewart, pp. 307. $16.99 (paper), ISBN 978-0-465-05497-8, Basic Books (2014).
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- 10 July 2015, p. 383
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