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Volume 88

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Volume 88 - November 2004

Notes

88.40 When is zz real?

88.64 Convergent Fibonacci-type sequences

88.41 Two more maximum problems without calculus

88.11 On monotone subsequences

88.65 Algebraic approximations to some transcendentals via an integral

88.66 The mean-value theorem generalised to involve two parameters

88.42 Bounds for arithmetic mean of means

88.12 Rationally approximating square roots

88.13 Another cotangent identity for the triangle

88.67 The best bounds to

88.43 Remarks on the geometric mean—arithmetic mean inequality

88.44 On a unified method of solving some inequalities

88.14 A round table problem

88.68 When is the area equal to ab / 2?

88.45 Extending a GCSE coursework task on consecutive sums

88.69 Two intuitive proofs of Heron's formula

88.15 The return of the cotangent rule

88.16 On the family of subsets of a finite set

88.46 Feynman’s triangle

88.70 Some impossible constructions in elementary geometry

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Volume 88 - November 2004

Notes