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Lachance, Andrea; Confrey, Jere – Journal of Mathematics Teacher Education, 2003
Discusses professional development intervention that attempted to start a professional community of secondary mathematics teachers through in-service work on mathematical problem solving and technology. Suggests that use of mathematical content explorations in professional development settings help mathematics teachers build professional…
Descriptors: Educational Change, Educational Cooperation, Educational Technology, Knowledge Base for Teaching
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Kelly, Bernadette; Carnine, Douglas – LD Forum, 1996
Methods for teaching problem-solving strategies for word problems to students with learning disabilities are described in the context of the 1989 National Council of Teachers of Mathematics Curriculum and Evaluation Standards. Examples are given for using the specific strategies of diagrams, ratio equations, tables, and inverse operation…
Descriptors: Academic Standards, Elementary Secondary Education, Instructional Effectiveness, Learning Disabilities
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Johnson, Rose M. – Mathematics Teaching in the Middle School, 1997
Describes middle school students' efforts to investigate and fairly compensate the three bears, who incurred some losses at the hands of Goldilocks. Problems include investigating replacement costs of the damaged items, the cost to house Goldilocks in a state school, and the value of appropriate types of community service before determining…
Descriptors: Fairy Tales, Integrated Activities, Intermediate Grades, Junior High Schools
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Carter, Claudia – Mathematics Teacher, 1997
This activity involves students investigating the mathematics of packaging and exploring various concepts in geometry, including area and the Pythagorean theorem. Mathematics comes out of the discussion of packaging cans into six-packs and focuses on the cost-effectiveness of the horizontal storage area used. Students learn how knowledge of…
Descriptors: Area, Geometry, Group Activities, Learning Activities
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Lopez-Real, Francis – Australian Mathematics Teacher, 1996
Argues that genuine problem solving and investigation on the part of pupils rarely occurs in mathematics classrooms in Hong Kong and other Asian countries. Provides a rationale for drawing problems from the content of a curriculum or syllabus. (DDR)
Descriptors: Congruence (Mathematics), Curriculum Development, Demonstrations (Educational), Educational Strategies
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Alcaro, Patricia C.; Alston, Alice S.; Katims, Nancy – Teaching Children Mathematics, 2000
Explores how to know when children think mathematically, how to establish a setting that elicits mathematical thinking, and what to learn about children as a result. Fourth grade students think and talk mathematically while tackling a real-life PACKETS program. Addresses content standards involving proportional reasoning as well as the process…
Descriptors: Arithmetic, Communication (Thought Transfer), Elementary Education, Interdisciplinary Approach
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Lemme, Barbara – Teaching Children Mathematics, 2000
Presents a classroom project in which children use bottles and sand to explore mathematics. (Author)
Descriptors: Cooperative Learning, Early Childhood Education, Elementary Education, Experiential Learning
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Chappell, Michaele F.; Thompson, Denisse R. – Mathematics Teaching in the Middle School, 2000
Describes a project incorporating movies, literature, games, and other resources into mathematics instruction. Focuses on cultural differences. (Contains 10 references.) (YDS)
Descriptors: Academic Achievement, Algebra, Cultural Differences, Films
Johnson, Jerry – Computing Teacher, 1989
Discusses problem solving in mathematics instruction and examines the role of students, teachers, and computers in the problem solving process. Seven sample problems that require high school mathematics and some knowledge of a programing language are offered for use in exploring the problem solving process. (LRW)
Descriptors: Computer Assisted Instruction, Mathematics Instruction, Problem Sets, Problem Solving
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Mulligan, Catherine Herr – Mathematics Teacher, 1989
Interest in mathematics can often be generated by seemingly nonmathematical items. A card trick from a course in recreational mathematics for middle school students is described. It involves several important mathematical activities: problem-solving analysis, making a conjecture and testing it, discovering, and verbalizing. (MNS)
Descriptors: Elementary Secondary Education, Learning Activities, Mathematical Enrichment, Mathematics Instruction
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Cook, Marcy, Ed. – Arithmetic Teacher, 1988
The focus is on using mathematical concepts and operations to decode holiday messages. Worksheets are provided for levels one-two, three-four, five-six, and seven-eight. (MNS)
Descriptors: Computation, Elementary School Mathematics, Elementary Secondary Education, Fractions
Onslow, Barry – Focus on Learning Problems in Mathematics, 1988
Presented are examples of how the terminology used in typical rate questions is misunderstood by a large proportion of students. Explanations based on both interviews and paper-and-pencil tests are given as to why this phenomenon exists. (MNS)
Descriptors: Concept Formation, Educational Research, Interviews, Mathematics Instruction
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Gill, Alice J.; Thompson, Arlene – Journal of Mathematical Behavior, 1995
Illustrates the multiple strategies used by second graders to solve a problem with three addends and how their teacher tries to map their thinking into the system of mathematical notation. Describes the American Federation of Teachers' Thinking Mathematics program that the teacher uses. (MKR)
Descriptors: Addition, Arithmetic, Cognitive Mapping, Cognitive Processes
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Barrow, Lloyd H.; And Others – School Science and Mathematics, 1994
Presents an integrated math/science activity in which families work together at an activity station and design and make a track for a marble to travel down using rules attached to a board. (MKR)
Descriptors: Elementary Education, Learning Activities, Lesson Plans, Mathematics Education
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Campbell, K. Jennifer; And Others – Educational Studies in Mathematics, 1995
Investigated individual differences in (n=100) 10th-grade students' forms of visual thinking and related intuitions in the context of mathematical problem solving. Results suggest that success at problem solving was related to logical operational ability but not to vividness of visual imagery. (29 references) (Author/SYB)
Descriptors: Foreign Countries, Grade 10, High School Students, High Schools
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