Illustrates methods of teaching place value, multiplication, division, and metrics to adult basic education students. (SK)

The "count-by" technique of multiplication was taught to a fourth grade student with learning disabilities. The student learned to count by numbers not typically taught (e.g., fours, sevens, and eights). The method resulted in substantial increases in correct multiplications performed per minute, which were maintained and generalized to…

Uses Stern patterns and Cuisenaire manipulatives to help Down's Syndrome children learn arithmetic. Concludes that the opportunity to discover an arithmetic based upon an algebra of patterns and lengths, and not upon an elaborate counting apprenticeship, might prove of particular further benefit to children with Down's Syndrome. (ASK)

Compares methods of subtraction used by children and teachers. Suggests ways to encourage children to invent their own subtraction algorithms. (CCM)

This brief article describes a few entertaining math "puzzles" that are easy to use with students at any grade level and with any operation. Not only do these puzzles help provide practice with facts and operations, they are also self-checking and may lead to some interesting big ideas in algebra.

The present study was designed to determine if children with learning disabilities in mathematics could be taught three-row, double-digit addition problems using a dot-notation method. Three children with learning disabilities in mathematics were selected for the study. Prior to the intervention, these students employed a combination of count-all…

As a precursor to lessons on prime decomposition and reducing fractions, rules are generally presented for divisibility by 2, 3, 5, 9, and 10 and sometimes for those popular composites such as 4 and 25. In our experience students often ask: "What about the one for 7?" and we are loathe to simply state that there isn't one. We have yet to see a…

Students have continued to perform poorly in KCSE examinations in certain mathematics topics taught in secondary schools in Kenya. One such topic is commercial arithmetic. Successful teaching of mathematics depends partly on correct use of teaching methods in classroom settings. This study sought to examine how the use of advance organisers during…

The present study examines the effect of three different structured methods, traditional, independent and problem-solving, of teaching children arithmetic in the beginning of 7th grade in Sweden, age 13 years. The progress made by these students is presented by measures of their arithmetic ability, calculation and quantitative concept, as well as…

This article describes a multisensory method for teaching students how to multiply and divide as well as add and subtract integers. The author uses sidewalk chalk and the underlying concept of integers to physically and mentally engage students in understanding the concepts of integers, making connections, and developing computational fluency.…

This classroom scholarship report presents a group of elementary students' experiences learning the traditional long division algorithm. The traditional long division algorithm is often taught mechanically, resulting in the student's performance of step-by-step procedures with no or weak understanding of the concept. While noting some initial…

The objective of this pilot study was to directly compare operationalizations of Piagetian and behavioristic learning theories in terms of acquired skills and transferability of knowledge acquired. It was hypothesized that, in a population of kindergarten children, (1) Piagetian and behavioristic methods would be equally effective in teaching…