Notes
103.06 Another approach to
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- 14 February 2019, pp. 138-140
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103.07 More on slowly convergent, or divergent, series
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- 14 February 2019, pp. 140-142
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103.08 Another classic Fourier analysis proof of the Basel Problem
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- 14 February 2019, pp. 142-145
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103.09 On the heights of a convex quadrilateral
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- 14 February 2019, pp. 145-150
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103.10 Around the nine-point circle
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- 14 February 2019, pp. 150-152
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103.11 On the Spieker centre of a scalene triangle
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- 14 February 2019, pp. 153-154
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103.12 A note on Problem 101.F
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- 14 February 2019, pp. 154-155
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103.13 Squaring the circle by using proportion
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- 14 February 2019, pp. 156-158
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103.14 The Party Hat Paradox
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- 14 February 2019, pp. 159-162
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Teaching Notes
Separating the effects of air resistance and restitution
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- 14 February 2019, pp. 163-165
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Partial fractions and telescoping series
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- 14 February 2019, pp. 165-167
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More equal volumes of revolution
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- 14 February 2019, pp. 168-169
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Correspondence
Correspondence
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- 14 February 2019, p. 170
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Other
Feedback
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- 14 February 2019, p. 171
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In the pipeline for July 2019
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- 14 February 2019, p. 171
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Problem Corner
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- 14 February 2019, pp. 172-178
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Student Problems
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- 14 February 2019, pp. 179-181
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Reviews
Towards higher mathematics, a companion by Richard Earl, pp. 527, £29.99 (paper), ISBN 978-1-31661-483-9, Cambridge University Press (2018).
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- 14 February 2019, pp. 182-183
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How to bake Pi (previously published as Cakes, custard and category theory) by Eugenia Cheng, pp. 291, £9.99 (paper), ISBN 978-1-781-25288-8, Profile Books (2016).
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- 14 February 2019, pp. 183-184
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Wonders beyond numbers: a brief history of all things mathematical by Johnny Ball, pp. 480, £16.99 (hard), ISBN 978-1-4729-3999-9, Bloomsbury Sigma (2017).
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- 14 February 2019, pp. 184-185
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