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Notes
105.42 Generalised binomial theorem via Laplace transform technique
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- 13 October 2021, pp. 516-520
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105.23 Visual proofs of x3 + y3 = (x + y)(x2 - xy + y2) and x3 - y3 = (x - y)(x2 + xy + y2)
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- 21 June 2021, pp. 303-305
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105.09 Monotonic ratios of functions
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- 17 February 2021, pp. 129-134
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105.43 c2 = a2 + bd, a visual extension of the Pythagorean theorem
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- 13 October 2021, pp. 520-521
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105.10 Right-angled triangles link circular and hyperbolic functions
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- 17 February 2021, pp. 134-135
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105.44 A segment inside a square that is equal to the side of the square
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- 13 October 2021, pp. 522-523
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105.24 Conditional 2 × 2 matrices with three prime elements and given determinant
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- 21 June 2021, pp. 305-306
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105.45 British flag theorem for isosceles trapezia
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- 13 October 2021, pp. 523-529
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105.25 Families of curves orthogonal to the lines y = mx − 2m − m3
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- 21 June 2021, pp. 306-309
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105.11 Median-parallelogic and median-orthologic triangles
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- 17 February 2021, pp. 136-139
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105.12 Two solutions to a Sangaku problem
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- 17 February 2021, pp. 139-142
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105.46 Proximity of the incentre to the excentres and inequality for the circumcevians of the incentre
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- 13 October 2021, pp. 529-533
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105.26 Areas above and below a curve
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- 21 June 2021, pp. 309-311
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105.13 Proximity of the incentre to the inarc centres
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- 17 February 2021, pp. 142-147
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105.27 A remark on
$\mathop {\lim }\limits_{n \to \infty } \sqrt[{p_n}]{{{p_1}{p_2}...{p_n}}} = e$
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- 21 June 2021, pp. 311-312
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105.47 On a synthetic proof for the conic sections orthoptics
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- 13 October 2021, pp. 533-538
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105.28 Periodic Möbius sequences
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- 21 June 2021, pp. 312-318
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105.14 Cubes, cones and the Gauss-Bonnet theorem
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- 17 February 2021, pp. 148-153
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105.48 Approximations for the Feller games
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- 13 October 2021, pp. 539-543
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105.29 A geometric memory
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- 21 June 2021, pp. 318-323
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