scholarly journals Functions in contemporary secondary mathematics textbook series in the United States

2011 ◽  
Author(s):  
Daniel J. Ross
1929 ◽  
Vol 22 (8) ◽  
pp. 447-461
Author(s):  
James H. Zant

I. Organization.1. As parallel units.2. Extends over the whole system.3. Essentially the same in all courses.4. Course of study.


1951 ◽  
Vol 44 (2) ◽  
pp. 90-96
Author(s):  
Charles H. Butler

An appreciative understanding of the position and the program of mathematics in the modern American scheme of secondary education can best be had by viewing it against the backdrop of history. Its evolution from the stereotyped arithmetic of colonial days to the comprehensive and varied offering of today represents a continuing effort to make mathematics contribute all it could toward the achievement of the broad aims of prevailing educational philosophies, and many influences have been operative in shaping its course. The story of the evolving program of secondary mathematics has been fully and well recounted in numerous books and articles. It is not the purpose of this paper to tell the whole story again, but merely to indicate something of the contribution of one important committee, and especially of one of its members, to the development of the program in mathematics in the United States in the past quarter of a century. This committee was the National Committee on Mathematical Requirements, and the member of it to whom reference was made was the late Professor Raleigh Schorling, to whose memory this issue of The Mathematics Teacher is dedicated.


2002 ◽  
Vol 95 (9) ◽  
pp. 662-667
Author(s):  
M. Kathleen Heid

Technology is giving us an opportunity to open new doors to mathematical understanding for our students, and we are failing to take advantage of that opportunity. Computer algebra systems (CASs)—and in particular, CAScapable calculators—provide ready classroom access to automated graphical, numerical, and symbolicmanipulation capabilities; and they should be as much a part of our students' mathematical repertoires as paper-and-pencil strategies or mental arithmetic. However, very few students in the United States have ever been afforded the opportunity to learn mathematics by using these tools.


1915 ◽  
Vol 8 (1) ◽  
pp. 31-54
Author(s):  
Eugene Randolph Smith ◽  
Roberts Walter ◽  
Clarence P. Scoboria ◽  
George F. Wilder

The committee has written to the publishers of secondary school texts, the colleges, the national and state departments, and the associations of teachers of mathematics, inquiring as to their publications. The list of books accompanying this report has been prepared from the material sent in answer to these requests, and everything which might be of interest to a teacher of secondary mathematics was included unless it had already been listed in the “Bibliography of the Teaching of Mathematics” published by the United States Bureau of Education as Bulletin No. 503. Books omitted from the publishers’ latest catalogs are not included. It has not seemed necessary for the purpose of this report to index its various parts, as any title wanted can easily be found under its appropriate sub-head.


2021 ◽  
Vol 23 (4) ◽  
pp. 77-111
Author(s):  
Maria Alice Veiga Ferreira de Souza ◽  
Arthur Belford Powell

Background: Researchers recognise the importance of textbooks for teachers’ lesson planning and the importance of fraction knowledge for shaping students’ future mathematics performance. Objectives: The finding of discrepant achievement by Brazilian, American, and Japanese students in the last three editions of PISA led us to investigate how textbook authors from these countries approach fraction content in elementary education relating to magnitude, flexibility, reasonableness, as well as conceptual and procedural knowledge from both symbolic and nonsymbolic perspectives. Design: The quantitative performances in mathematics of Brazilian, American, and Japanese students in the last three PISA editions lack qualitative and exploratory research to understand some reasons presented by the numerical results. Data collection and analysis: To achieve the objectives, we selected three textbook series, one each from Brazil, the United States of America, and Japan, that schools in those countries widely use. Results: The main results revealed that all textbook series practised flexibility and reasonableness with different emphases, but not the sense of magnitude. Brazilian and U.S. textbooks were based primarily on part-whole interpretation and on a procedural approach. In contrast, Japanese textbooks emphasised the understanding of measurement as the iteration of unit fractions and more conceptual development. Conclusions: The fraction knowledge approach in the Japanese textbook series seems to be close to what the mathematics education researchers recommend, which can be an essential differential to explain the Japanese results in PISA.


2019 ◽  
Vol 55 (7) ◽  
pp. 1076-1104
Author(s):  
Andrew Brantlinger

This article presents a critique of a teacher quality agenda promoted by a network of elitiste organizations in the United States. Network leaders posit that gaps in teacher quality cause achievement gaps. Their solution is to incentivize the graduates of the nation’s most selective colleges to teach in hard-to-staff schools. Summarizing prior results from secondary mathematics, this article argues that selective college graduates do not make particularly effective teachers and, given their high rates of attrition, do more harm than good. It concludes with the recommendation to invest instead in the development of community teachers to teach core subjects like mathematics.


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