Drill activities for addition, subtraction, multiplication, and division that are derived from the history of mathematics are suggested. (MK)

Activities that can be used for maintenance of computational skills and can lead to the discovery of a pattern verifiable by an algebraic procedure are noted. The language of algebra is used in nonroutine settings, with several challenges for further exploration. (MP)

This study investigated the relationship between several Piagetian abilities and an information processing capacity, and first-grade children's performance on verbal addition and subtraction problems. Results pointed to a sometimes small but consistent relationship between possession of a cognitive ability and solving an arithmetic problem. (MP)

Ways to make a discussion of the commutative properties of addition and multiplication more interesting to students are reviewed. An alternative promoted is a transposition-of-digits property, seen as useful in a number of instructional situations. The proposed investigation could be structured around calculator use. (MP)

Presents a science project involving the production, transportation, handling and preparation of food for human consumption. Calculations of caloric value of the food intake and the energy costs of cooking are included. (Author/SA)

This 12-week study examined attitudes and performance of 187 preservice elementary teachers on computational estimation and evaluated practice with and without instruction on specific mental estimation strategies. Analysis showed significant differences in estimation performance in favor of the groups receiving regular practice. (MK)

An approach to the teaching of steady-state recycle calculations is presented. Included are the solutions to two sample problems. (BB)

The author recommends allowing elementary students to use pocket calculators, so that they may concentrate on the sense of a math problem without getting bogged down in computation. He presents calculator activities on place value, estimation, and arithmetic operations, suitable for grades 1-6. (SJL)

The author argues that one answer to the criticism that the variation in demographic composition of the labor force leads to misinterpretations of unemployment statistics is to display the time series of unemployment rates for various demographic groups. (BM)

The results of various attempts to quantify how much changes in the labor force, unemployment insurance, and minimum wages have affected unemployment rates are reasonably close; but no total effect on jobless rates can be determined. (BM)

An experimental program using the calculator in third, fourth, and fifth grades is described. Three example lessons are included, on (1) subtraction with regrouping, (2) estimation, and (3) number theory: Quadratics. (MK)

Examples given for uses for the calculator exchange key include: generation of the Fibonacci sequence and geometric series, determination of square roots, and the chief use of the function, which is to interchange the numerator and denominator of a fraction. (MK)

Describes a study of the relationship between performance on word problems and general reading ability, certain problem-solving reading and thinking skills, and computation skills. (DD)

Samples of children in English secondary schools were given a test on integers, as part of the investigation into children's understanding of mathematics undertaken by the Concepts in Secondary Mathematics and Science (CSMS) project. This is a brief report of the performance of the third-year children. (Author/MK)

Noitcarf numbers provide a simulation activity that allows teachers or education students to gain an understanding of the feelings of students who are taught mathematics by a "rules" method. They are actually an abstract presentation of operations with fractions. (MK)