Mathematics Textbooks and the Gradual Decline in the Use of Middle- to Advanced-Level Abbaco Arithmetic 1607–1865

Author:

Ellerton Nerida,Clements M. A. Ken

Publisher

Springer International Publishing

Reference116 articles.

1. Adams, D. (1801). The scholar’s arithmetic—Or Federal accountant. Leominster, MA: Adams and Wilder.

2. Adams, D. (1802). The scholar’s arithmetic—Or Federal accountant (2nd ed.). Leominster, MA: Adams & Wilder.

3. Adams, D. (1817). Scholar’s arithmetic or federal accountant: Containing, 1. Common arithmetic, the rules and illustrations, II. Examples and answers with blank spaces, sufficient for their operation by the scholar, III. To each rule a supplement, comprehending, 1. Questions in the nature of the rule, its use and manner of its operations, 2 Exercises. IV. Federal money, with rules for all the various operations in it to reduce Federal to the Old Lawful, and the Old Lawful to Federal money. V. Interest cast in Federal money, with compound multiplication, compound division and practice, wrought in Old Lawful and Federal money; the same questions being put in separate columns on the same page in each kind of money, these two modes of account being contrasted, and the great advantage gained by reckoning in federal money easily discerned. VI. Demonstrations by engravers of the reason and nature of the various steps in the extraction of the square and cube roots, not to be found in any other treatise on arithmetic. VII. Forms of notes, deeds, bonds and other instruments of writing. The whole in a form and method altogether new, for the ease of the master and the greater progress of the scholar (9th ed.). Keene, NH: John Prentiss

4. Adams, D. (1848). Adams’s new arithmetic: Arithmetic in which the principles of operating by numbers are analytically explained and synthetically explained, thus combining the advantages to be derived both from the inductive and synthetic mode of instructing. New York, NY: Collins & Brother.

5. Barrème, N. (1744). L’arithmétique du Sr Barrème ou le livre facile. Paris, France: Gandouin.

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1. Mathematics education: What was it, what is it, and what will it be?;International Electronic Journal of Mathematics Education;2024-07-01

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