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Stumbles, Robert – Australian Primary Mathematics Classroom, 2018
The foundation of geometric knowledge and understanding starts in primary school, and in contemporary mathematics education there is an emphasis on identifying learning progressions and trajectories as a way of moving students forward. The van Hiele (1986) theory is well-documented and provides insights into the progression and differences of…
Descriptors: Geometry, Mathematics Education, Courseware, Teaching Methods
Serow, Penelope; Inglis, Michaela – Australian Mathematics Teacher, 2010
Circle Geometry, a senior mathematics topic, is often regarded as time-consuming and associated relational concepts difficult for students to grasp. Units of work that introduce students to circle geometry theorems are frequently described as a string of tedious constructions. This article explores teacher-designed dynamic geometry software…
Descriptors: Computer Software, Geometry, Secondary School Mathematics, Mathematics Instruction
Sarama, Julie; Clements, Douglas H. – Early Childhood Today, 2005
Good early mathematics is broader and deeper than early practice on "school skills." High-quality mathematics should be a joy--not a pressure. It can emerge from children's play, their curiosity, and their natural ability to think. This article describes the areas of mathematics that young children can learn, and encourages elementary teachers to…
Descriptors: Thinking Skills, Mathematics Skills, Mathematics Instruction, Young Children
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Mauch, Elizabeth; Shi, Yixun – Mathematics and Computer Education, 2005
A sequence of number pairs can be used to generate many interesting examples in teaching mathematics subjects at various levels. It is often used in elementary or middle school mathematics classes to illustrate the concept of "patterns." In this paper the authors present a few interesting ways of using this sequence to form examples for high…
Descriptors: Teaching Methods, Geometry, College Mathematics, Calculus
Denver Public Schools, CO. Dept. of Instructional Services. – 1981
The objectives and the scope and sequence for the elementary school mathematics program of the Denver Public Schools (Colorado) are presented. The guide begins with a statement of the philosophy and general objectives of the K-12 mathematics program and a discussion of the methods of achieving those objectives. Several important ideas and concepts…
Descriptors: Arithmetic, Cognitive Objectives, Educational Philosophy, Elementary Education
Des Moines Public Schools, IA. – 1979
This three-part guide presents a brief program description along with lists of performance objectives and lists of test items for the Des Moines (Iowa) Public Schools Title I Elementary Mathematics Program. The program description provides background information on the Des Moines Public School District and describes the student selection/screening…
Descriptors: Arithmetic, Behavioral Objectives, Decimal Fractions, Elementary Education
McCoy, Gloria B. – 1982
This curriculum guide is presented in a sequential and repetitive format so that the student may master one objective before proceeding to the next. It is designed to allow the teacher to be creative in meeting the needs of special populations. Each unit contains five parts: (1) instructional subarea; (2) instructional objectives; (3) performance…
Descriptors: Arithmetic, Behavioral Objectives, Curriculum Guides, Fractions