Developed by the Initial Learning in Mainstreaming Project, the manual presents an instructional program to teach mainstreamed handicapped elementary school students how to round off numbers. In addition to detailed teaching instructions and accompanying tape recordings for students, the manual includes tests, worksheets, and pages to be made into…

THE PURPOSE OF SYSTEMATIC TEACHING AND LEARNING IN ARITHMETIC IS TO HELP CHILDREN DEVELOP IDEAS OF PROCEDURE, METHODS OF THINKING, MEANING INHERENT IN NUMBER REACTIONS AND ARRANGEMENT IN ORDER THAT THE QUANTITATIVE SITUATIONS OF LIFE MAY BE HANDLED INTELLIGENTLY. AT THE KINDERGARTEN-PRIMARY LEVEL THE NUMBER CONCEPTS TO BE FOSTERED ARE--PUTTING…

FIFTH GRADE WORK SHOULD CONTINUE THE SEQUENTIAL DEVELOPMENT OF MATHEMATICAL UNDERSTANDINGS AND COMPUTATIONAL SKILLS. THE PROBLEMS APPROACH SHOULD BE USED SO CHILDREN MAY DISCOVER MATHEMATICAL TRUTHS AND ARRIVE AT GENERALIZATIONS. THE NUMBER SYSTEM UNIT SHOULD EMPHASIZE THE ABILITY TO READ AND WRITE NUMERALS TO SIX PLACES AND THE ABILITY TO READ…

The purpose of this study was two-fold: (1) to investigate the effects of a new approach for teaching decimals by comparing it with two other commonly used methods with respect to achievement and retention of computational ability in decimals, and (2) to determine those areas of the new approach which seemed to be in need of revision. The study…

A week-by-week readiness program for preschool and early primary children. (Editor)

The use of demonstration plus permanent model (DPM) as a teaching strategy was evaluated with 19 learning disabled students (ages 9-14) in the area of computational skills. Results indicated that DPM effectively helped students acquire computational skills across instructional sequences for addition, subtraction, and multiplication. (Author/DB)

This book is designed to help teachers understand children's intuitive problem solving and computational processes and to figure out how to use that knowledge to enhance students' understanding of arithmetic. This book provides numerous examples of classroom dialogues that indicate how algebraic ideas emerge in children's thinking and what…

This chapter presents a yearlong teaching experiment involving a 4th grade class in a New Jersey school that focused on fractions. The 25 children worked in pairs or in small groups, then came together as a whole class for sharing in larger discussions. The development of children's thinking is explored through analyzing videotapes of class…

This book contains activities related to fractions and proportions. The activities span many grade levels as well as many levels of sophistication. Each activity is accompanied by a set of Teachers Notes that include a discussion of the mathematics topics, grade range, materials needed, mathematics of the activity, and implementation notes. All…

This textbook is part two of an arithmetic course. It provides systematic drill on oral and written exercises, and review and test questions. Attention is invited to the properties of numbers, greatest common divisor, fractions, decimals, compound numbers, business arithmetic, ratio and proportion, alligation, and square and cube root, with the…