Notes
71.7 The versatility of the shift theorem in differential equations
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71.32 Operations distributive over each other
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71.20 What does A-level test?
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71.33 Reprofiling a salary scale
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71.43 Simple harmonic(?) motion
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71.8 Introducing hyperbolic functions
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71.9 Collapsing a series with an additive
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71.34 Equal probability Bernoulli trials
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71.21 The lesson of the Langmuir isotherm
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71.44 Outpourings from a trigonometric function
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71.10 Tree alignments in a regular plantation
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71.22 A vector method
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Correspondence
An effective committee of one
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Obituary
Winifred and Theodore Combridge
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Other
Problem corner
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Notes
71.23 The sums of powers of integers
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71.11 Venn diagrams using convex sets
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Other
Problem corner
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Notes
71.12 Estimating the standard deviation of a normal distribution
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Reviews
Pure mathematics (Volume 1 of the core ‘A’ level syllabus), by Joyce S. Batty. Pp 280. £4·85. 1986. ISBN 0-7217-2356-X (Schofield and Sims)
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