This problem deck contains over 150 problems related to the module "Using Tables to Solve Problems." The problems are presented at five levels of difficulty and contain four basic types of two-dimensional tables: (1) constant sum; (2) constant differences; (3) constant quotient or ratio; and (4) constant product. (MP)

Problems short on computation and long on logical thinking are suggested for development of logical thinking. A set of such problems is presented. (MP)

This paper, part of a series of working papers published to provide documentation of research and development efforts associated with the Indigenous Mathematics Project of Papua New Guinea, discusses the role of problem solving in the mathematics curriculum and types and characteristics of good problems, with illustrations. Reasoning by analysis…

Six bonuses that students and teachers experience when using calculators are described. Then problem solving and creative problem-making are discussed, followed by practical suggestions for teachers who want to try calculators. Advice on personalizing the use of calculators and recognizing some of their limitations is also included. (MNS)

The skill of asking appropriate intermediate questions during problem solving is discussed. Several problems and other classroom activities are also presented. (MNS)

Since early childhood is a critical time to build a readiness for problem solving, 12 specific activities, with problems, are suggested. (MNS)

Features a word problem concerning mathematical patterns for students. (KHR)

Several problems that can be used with calculators are provided. Teaching tips and references are included. (MNS)

Basing their conclusions on studies in which (1) textbook problems were classified by students and parents and (2) texts were coded on several variables (e.g. sexually stereotyped occupations), the authors find textbooks are biased. They suggest several teacher strategies for countering this bias. (SD)

This teaching guide presents six lessons on using tables to solve problems. For each lesson, the guide gives the purpose, the rationales, materials, and detailed teaching procedures. The six lessons involve making a table, completing a table, using tables to solve problems (lessons 3 and 4), reading tables, and solving problems. Each lesson opens…

Presented are example activities which are typical of the topic focus and methods of approach evident in the Algebraic Thinking in Children (ATIC) project. This project is aimed at assisting children to ultimately make sense of formal algebra when it is presented. (CW)

Problems were developed by third graders involving holiday customs in one of the countries of their ancestors. Eight sample problems are included. (MNS)

The author suggests that experience in school with math and other problem-solving strategies can help provide children with skills necessary for addressing the more difficult problems they encounter outside the controlled school environment. Sample problem-solving strategies are provided. (Author/SJL)

Advocates elementary math instruction that uses realistic problems or examples and that teaches children to think. Suggests methods for accomplishing these objectives, including the use of mathematical games. (SJL)

Variation in syntactic difficulty in arithmetic problems is studied to determine its influence on students' ability to solve problems correctly. Findings in a study of elementary school students indicated syntactic difficulty affects problem solving ability, regardless of sex (f=fiche number). (MH)