Contents
Notes
97.45 On Euler's Basel problem
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- 23 January 2015, pp. 508-510
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Notes 97.17 to 97.38
97.27 Two rectangles and an intersection
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- 23 January 2015, pp. 284-290
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Notes
97.46 A new mean value theorem for integrals
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- 23 January 2015, pp. 510-512
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Notes 97.01 to 97.16
97.09 The devil's series – Did it fool Euler?
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- 23 January 2015, pp. 133-137
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Notes 97.17 to 97.38
97.28 Inscribed circles and spheres
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- 23 January 2015, pp. 290-294
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Notes
97.10 Continuous functions that are not differentiable anywhere
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- 23 January 2015, pp. 137-143
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Notes 97.17 to 97.38
97.29 A family of Heron-type formulae for the triangle
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- 23 January 2015, pp. 294-297
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Notes
97.47 Archimedean twin circles in the arbelos
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- 23 January 2015, p. 512
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Notes 97.17 to 97.38
97.30 Shapes with a skew square as boundary
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- 23 January 2015, pp. 297-301
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Notes
97.48 The Kiepert hyperbola revisited
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- 23 January 2015, pp. 513-515
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97.11 The rational distance problem for polygons
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- 23 January 2015, pp. 144-149
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97.12 Using Taylor's formula to compare compound and simple interest
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- 23 January 2015, pp. 150-153
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97.49 On Markov chains
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- 23 January 2015, pp. 515-520
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Notes 97.17 to 97.38
97.31 Tangents and coincident normals to a parabola
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- 23 January 2015, pp. 301-303
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Notes
97.50 Further derivatives of trigonometric functions using mechanics
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- 23 January 2015, pp. 520-523
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97.13 A circular locus
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- 23 January 2015, pp. 153-157
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Notes 97.17 to 97.38
97.32 An areal view of the Morley triangle
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- 23 January 2015, pp. 304-306
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Teaching Notes
A tale of two triangles: a collaboration between teacher and students
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- 23 January 2015, pp. 524-532
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Notes 97.17 to 97.38
97.33 An extremum problem
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- 23 January 2015, pp. 306-308
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Notes
97.14 The area of a generalised arbelos
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- 23 January 2015, pp. 157-160
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