Notes
102.13 Distance from the incentre of the tangential triangle of an obtuse triangle to the Euler line
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- 08 February 2018, pp. 133-135
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102.14 A Note on the Feuerbach triangle
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- 08 February 2018, pp. 135-138
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102.15 A Faulhaber polynomial by stacking cubes
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- 08 February 2018, pp. 138-140
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102.16 An areal view of curvature
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- 08 February 2018, pp. 140-143
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102.17 Dimensional analogues of two figurate identities
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- 08 February 2018, pp. 143-146
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102.18 The problème des ménages revisited
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- 08 February 2018, pp. 147-149
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102.19 A black hole conundrum
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- 08 February 2018, pp. 150-152
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Teaching Notes
Proofs by folding of the angle sum of a triangle
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- 08 February 2018, pp. 153-154
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An unusual inequality challenge
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- 08 February 2018, pp. 155-159
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Three cameos involving e
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- 08 February 2018, pp. 159-164
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Two trajectories: a dynamic monkey tale
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- 08 February 2018, pp. 164-170
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Correspondence
Correspondence
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- 08 February 2018, p. 171
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Other
Feedback
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- 08 February 2018, pp. 172-173
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Problem Corner
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- 08 February 2018, pp. 174-181
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Student Problems
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- 08 February 2018, pp. 182-184
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Reviews
Pushing limits by Ted Hill, pp. 224, £46.50 (hard), ISBN 978-1-47043-584-4, AMS/Mathematical Association of America (2017).
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- 08 February 2018, p. 185
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Introductory topology, exercises and solutions by Mohammed Hichem Mortad, pp. 356, £40, (paper), ISBN 978-9-81314-802-4, World Scientific (2017).
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- 08 February 2018, pp. 185-186
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Taking Sudoku seriously by Jason Rosenhouse and Louise Taalman, pp. 214, £18.49, ISBN 978-0-19-975656-8, Oxford University Press (2011).
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- 08 February 2018, pp. 186-187
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Introduction to combinatorics by Gerry Leversha and Dominic Rowland, pp. 377, £18 (paper), ISBN 978-1-90600-124-7, United Kingdom Mathematics Trust (2016).
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- 08 February 2018, pp. 187-189
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Erdős-Ko-Rado theorems: algebraic approaches by Christopher Godsil and Karen Meagher, pp. 335 (hard), £49.99, ISBN 978-1-10712-844-6, Cambridge University Press (2015).
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- 08 February 2018, pp. 189-190
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