An experience in a sixth-grade classroom is described in which microcomputer activities were integrated into regular instruction. The plan and the findings from achievement and attitude scales are discussed. (MNS)

A description is given of a sequence of activities, designed to explore the relationships between members of the parallelogram family, used with a sixth-grade class. (MK)

Following a brief introduction to the LOGO programing language, describes its use in a sixth-grade classroom. The situations described illustrate students' growth while the choice of the situations illustrates teachers' growth. (JN)

Football is the basis for an educational game that is used as a vehicle for class-size instruction that can provide general review, review of recently taught topics, or introduction of new material. Teachers of students of any age are encouraged to consider use of this approach. (MP)

A lesson for a sixth grade class that came out of an article in a Sunday newspaper is described. The instruction centered around an experiment in probability that was seen to provide an opportunity to add to pupil intuitive understanding of some basic notions. The lesson was viewed as worthwhile. (Author/MP)

Presents an introductory activity in statistics in which a mathematics class is divided into groups to "draft" teams of major league baseball players. Describes the drafting procedure, charting the team, scoring, roster changes, and gathering and evaluating data. Includes draft list, daily box scores, and cumulative box scores. (MKR)

Data are presented for problem-solving content of selected elementary school mathematics textbooks and problem-solving achievement for students in Iowa for grades 4-6 for selected years between 1955 and 1985. Relationships between textbook content and student achievement are considered. (RH)

Describes an approach which helps sixth-grade students become excited about word problems. By using the approach (which involves categorizing a problem before solving it), students master skills in the problem and also develop more positive attitudes toward solving problems. The approach is equally applicable to any intermediate/junior high grade…

Details of teacher-developed lessons in banking are extensively profiled. (MP)

Efforts directed to emphasizing problem solving and using the immediate environment to create problem situations are described. Teachers are urged to incorporate problem-solving activities in their instruction. (MP)

A week-long build-a-city project is described which lets students become familiar with the history of the five Platonic solids (tetrahedron, octahedron, hexahedron, isosahedron, dodecahedron) and then use these solids to create a city using posterboard and construction paper. (MNS)

The performance of sixth and seventh graders on a variety of tasks involving estimation and reasonableness of results were studied. Also examined was the effect of a short unit of activities on these two topics. Correct answers approximately doubled after instruction. (MNS)

Challenging problems and project ideas for mathematically able students in grades 5 and 6 are reviewed. Number patterns are viewed as a good tool to introduce inductive and deductive thinking. Applications of mathematics in sales, the stock market, opinion polls, weather prediction, and other areas are discussed. (MP)

Discusses a problem in which students are asked to determine a way of cutting the corners off different denominations of paper currency enabling visually impaired individuals to distinguish between the bills with the condition that further cuts will not increase the value of the bills. Reconstructs a solution from classroom experiences. (MDH)

Reports an example of one lesson from a sequence of lessons on fractions from a sixth grade class in which the teacher revises her plans after observing students' small-group work and interactions. The lesson illustrated the teacher's knowledge of mathematics, how students think, and how to observe that thinking. (MDH)