Elementary Differential and Integral Calculus
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Preface; Historical sketch; 1. Preliminary ideas; 2. The process of differentiation; 3. General rules and standard forms; 4. Maxima and minima; 5. Application to geometry of curves; 6. The expansion of a function as an infinite series; 7. Miscellaneous applications to algebra, trigonometry and mechanics; 8. Curvature of plane curves; 9. Envelopes and associated loci; 10. Simple curve tracing; 11. Rectilinear asymptotes; 12. Partial differentiation; Miscellaneous examples; Appendix. Newton's approximation; Answers to examples; Index.
Originally published in 1936, this book was written with the intention of preparing candidates for the Higher Certificate Examinations.