Cooperative learning situations are described in which children work in small groups toward a mutual goal. When such groups should be used are included, with classroom examples. (MNS)

Investigates how primary-level pupils can solve word problems more effectively using computational skills in small, cooperative groups. Points out six principles for successful cooperative groups through problem solving protocol analysis: (1) teach strategies; (2) rehearse techniques; (3) involve everyone; (4) cooperate to solve problems; (5) keep…

In using manipulative materials in an elementary mathematics classroom, each student can be placed in a cooperative-task group, with each member of the group interdependently performing a specific function. This article describes in detail an activity utilizing pentominoes that demonstrates how such a classroom management system can be…

Described is an instructional strategy that has incorporated a form of cooperative learning. The three parts of this method are presented as a multimodal discussion cycle. The use of this method with students having special learning needs in mathematics has been found to be particularly effective. (KR)

Describes an activity in which students utilize mathematical communication and reasoning skills to develop a class constitution. Students brainstorm rules for their classroom in cooperative-learning groups, classify them into categories, and justify their decision to the class. (MDH)

Describes "The Adventures of Jasper Woodbury," a series of four problem-solving videodisc adventure stories designed for research purposes that provide students with open-ended problems based on real-world situations. Presents design principles, research results, the teacher's role, and technology issues related to the utilization of the…

Presents six strategies to develop appropriate mathematical applications for middle school children: (1) change the name; (2) make problems appealing; (3) encourage group work; (4) let students generate story problems; (5) encourage a positive attitude; and (6) keep students motivated. Illustrates strategies with three examples involving…

Discusses how a single problem can be utilized to discuss mathematical skills and concepts at several different levels. Presents a problem involving fractions examined at the following four levels according to the abilities of the students: (1) finding solutions; (2) identifying methods for finding solutions; (3) exploring similar examples; and…

Many teachers use cooperative learning methods during instruction but face the problem of aligning evaluation techniques with that instruction. Described are methods to include cooperative problem solving in evaluation, including strategies to identify possible grading schemes, to make appropriate problem choices, and to evaluate individual versus…

Presents the method of employing student-written playlets and a technique called "stage freeze" to help students identify appropriate operations during problem solving. Provides five sample playlets, a description of the method, and several beneficial results from using the method. (MDH)

Describes the "number 2 arithmetic challenge," an activity in which students score points by creating examples using the number 2 that satisfy an unknown rule. Computers are utilized to verify and record examples. Conflicts with computer responses create situations to explore negative numbers, fractions, mixed numbers, the order of…

Proposes the method of student-generated story problems to supplement textbook problems, generate student interest, and bring real-life situations into the mathematics classroom. Gives steps to initiate the method that incorporates small groups and peer teaching to develop problem-solving and problem-posing abilities. (MDH)

Presents five examples of how technology can be integrated into Family Math nights. Activities involve graphing, managing money, developing mental mathematics skills, developing deductive and spatial reasoning, and using tangrams to explore patterns and spatial relationships. Includes a list of software publishers. (MDH)

Presents a 6-day unit for grades 2-4 to enable students to understand the concept of time and how the analog clock works. Using concrete materials and cooperative learning, the unit presents cognitive, affective, and psychomotor objectives and activities for each lesson. (MDH)

A thematic approach to curriculum enables students to connect topics and supports meaningful inquiry. Presents 4 activities for levels K-2, 3-4, 5-6, and 7-8 in which students explore problems of interest to them involving the theme of construction and architecture. Includes reproducible worksheets. (MDH)