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Students who are anxious about mathematics elect to take fewer mathematics courses in high school and college. This math avoidance is also typical for many first-year elementary school teachers who show high levels of mathematics anxiety. These teachers schedule less time for mathematics instruction than their less anxious colleagues. This paper reports on preservice teachers' affective responses to computers as a medium for learning and understanding mathematics. Three main themes emerged from the students' responses: (1) the computer in relation to their status as learners; (2) the computer in relation to their status as future teachers; and (3) the computer as a medium for communication. Overall, the incorporation of computer activities into mathematics content courses, in addition to lectures and manipulative labs, was a positive experience for the preservice teachers as well as for the instructors. The computer activities helped students develop a deeper understanding of the mathematical concepts taught, which was the primary goal for introducing the computers. The computer sessions contributed to a more relaxed classroom atmosphere and served as an incentive for more consistent class attendance for some students. The ease of electronic communication also led to extended and more personal teacher-student interactions. (PVD)

This study investigated manifestations of collaborative work with pairs of kindergarten children during counting tasks designed to promote early number development. The data were collected by means of classroom observations, interviews with individual students, and teaching sessions with pairs of students. Ten students were paired to be compatible with respect to their counting stage. During the teaching sessions and the interviews, the students encountered various counting tasks and games incorporating counting. As the pairs participated in the teaching sessions, their actions were documented on video- and audiotape. Analyses indicated that the students generated four strategies to organize their counting: (1) counting side by side; (2) counting at the same time; (3) taking turns; and (4) working cooperatively. Whereas students counted independently with the strategies of counting side by side or at the same time, they coordinated their actions in order to decide who would start and who would wait in taking turns. The waiting partner engaged in several activities such as watching, watching and joining, solving the partner's task, supporting, helping, commenting, correcting, and completing the partner's task. There were two favorable conditions for the initiation of a cooperative counting episode: (1) counting tasks with more than 10 items that the students could not solve alone; and (2) the teacher's explicit instruction to work as a team. Cooperative strategies were sharing resources, double counting, delegating tasks, and counting alternately. Results of the study suggest that working in pairs can be valuable for kindergarten students in terms of enhancing the students' cognitive development and promoting sophisticated ways of social interaction. (Contains 39 references.) (WP)

Describes studies of children involved in cognitive play activities using discrete and continuous computer microworlds and their transformation of these activities into independent mathematical activity. (Contains 22 references.) (MKR)