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Arkansas State Dept. of Education, Little Rock. – 1998
This document consists of a sample curriculum model for grade 3 mathematics based on the 1998 Arkansas State Mathematics Framework. The document is divided into five sections: (1) Number Sense, Properties, and Operations; (2) Geometry and Spatial Sense; (3) Measurement; (4) Data Analysis, Statistics, and Probability; and (5) Patterns, Algebra, and…
Descriptors: Academic Standards, Algebra, Geometry, Grade 3
Arkansas State Dept. of Education, Little Rock. – 1998
This document consists of a sample curriculum model for grade 4 mathematics based on the 1998 Arkansas State Mathematics Framework. The document is divided into five sections: (1) Number Sense, Properties, and Operations; (2) Geometry and Spatial Sense; (3) Measurement; (4) Data Analysis, Statistics, and Probability; and (5) Patterns, Algebra, and…
Descriptors: Academic Standards, Algebra, Geometry, Grade 4
Arkansas State Dept. of Education, Little Rock. – 1998
This document consists of a sample curriculum model for grade 5 mathematics based on the 1998 Arkansas State Mathematics Framework. The document is divided into five sections: (1) Number Sense, Properties, and Operations; (2) Geometry and Spatial Sense; (3) Measurement; (4) Data Analysis, Statistics, and Probability; and (5) Patterns, Algebra, and…
Descriptors: Academic Standards, Algebra, Geometry, Grade 5
Arkansas State Dept. of Education, Little Rock. – 1998
This document consists of a sample curriculum model for grade 6 mathematics based on the 1998 Arkansas State Mathematics Framework. The document is divided into five sections: (1) Number Sense, Properties, and Operations; (2) Geometry and Spatial Sense; (3) Measurement; (4) Data Analysis, Statistics, and Probability; and (5) Patterns, Algebra, and…
Descriptors: Academic Standards, Algebra, Geometry, Grade 6
TERC, Cambridge, MA. – 2001
This stand-alone workshop session explores the connections between home and school mathematics learning through the lens of equity. It is appropriate for use with teachers, staff developers, after-school program providers, and other educators who work with parents. All three session activities can be done, or the leader can opt to keep the session…
Descriptors: Educational Change, Elementary Education, Equal Education, Ethnicity
Peer reviewedConnelly, F. Michael, Ed.; And Others – Curriculum Theory Network, 1971
Descriptors: Case Studies, Curriculum Development, English Curriculum, Information Dissemination
Peer reviewedLarson, Carol Novillis – Arithmetic Teacher, 1983
A plan that incorporates diagnostic teaching, unit planning, and flexible grouping is described. It takes into account individual differences, the mathematics curriculum, and time available. Planning for the year, grouping, management, evaluation, and students' awareness are discussed. (MNS)
Descriptors: Classroom Techniques, Diagnostic Teaching, Educational Planning, Elementary Education
Peer reviewedSuydam, Marilyn N. – Journal for Research in Mathematics Education, 1983
This thirteenth annual annotated listing of research in mathematics education included 23 research summaries, 260 articles, and 284 dissertations. Grade or age level is indicated and an index for mathematical topics is included. (MNS)
Descriptors: Annotated Bibliographies, Bibliographies, Doctoral Dissertations, Educational Research
Peer reviewedGrossman, Anne S. – Arithmetic Teacher, 1983
Difficulties that entering college freshmen showed on a mathematics assessment test are discussed. More students can perform decimal computation than can order decimals. The concept of equivalent decimals should be taught more carefully at every level. (MNS)
Descriptors: College Freshmen, Decimal Fractions, Educational Research, Elementary Secondary Education
Peer reviewedSuydam, Marilyn N.; Weaver, J. G. – Journal for Research in Mathematics Education, 1981
This eleventh annual annotated listing of research in mathematics education included 11 research summaries, 184 journal-published reports, and 359 dissertations. Grade or age level is indicated for each reference and an index for mathematical topics is included. (MNS)
Descriptors: Annotated Bibliographies, Bibliographies, Doctoral Dissertations, Educational Research
Peterson, Archibald – Journal of Science and Mathematics Education in Southeast Asia, 1981
Summarizes a pilot project which investigated how elementary school children in Southeast Asia learn science and mathematics concepts at different cognitive levels using the modified clinical method and group task approach. Includes the Concept Learning Project's basis, goals, phases, methodology, activities, and a summary of the findings. (DS)
Descriptors: Cognitive Development, Concept Formation, Developmental Stages, Elementary Education
Peer reviewedDeVault, M. Vere – Arithmetic Teacher, 1981
Four types of experiences in problem solving are identified, and steps children must learn to do problem solving are presented. (MP)
Descriptors: Basic Skills, Elementary School Mathematics, Elementary Secondary Education, Learning Theories
Tobias, Sheila – AGB Reports, 1980
A key to continuing occupational segregation by sex is seen to lie in "math avoidance" by women students. Borrowing from the insights of affective education, innovators have developed "reentry mathematics" courses which turn to self-conditioning, the attitudes, the psychological mindset, and the self-defeating behaviors of…
Descriptors: Adult Education, Behavior Modification, College Credits, Counselor Teacher Cooperation
Peer reviewedElliott, Portia C. – International Journal of Mathematical Education in Science and Technology, 1980
The aims of the article are: (1) to outline the general tenets of the "back to basics" movements; (2) to indicate how these tenets go counter to emerging research on hemispheric specialization; and (3) to suggest methods which are brain-compatible and likely to produce competent creative problem solvers. (Author/TG)
Descriptors: Basic Skills, Cerebral Dominance, Curriculum, Elementary Secondary Education
Peer reviewedNoddings, Nel – Arithmetic Teacher, 1980
The problems of using formalistic methods in the instruction of mathematics to elementary level children are discussed. Precision in mathematical language is not seen as a useful instructional tool, and functional modes of communication are stressed. (MP)
Descriptors: Elementary School Mathematics, Elementary Secondary Education, Learning Problems, Learning Theories


