Children are seen to need positive experiences with spatial words in order to be successful at understanding the concepts. If teaching methods used are mindful of the intricacies of understanding spatial communication, pupils will have the necessary positive initial experiences. Teaching suggestions for achieving positive effects are detailed. (MP)

Students are asked to find different tiles that could be manufactured and show how a particular tile can be used to cover a floor. Thus, tessellations are explored. (MNS)

It is suggested that there are three levels of difficulty posing barriers to successful problem-solving performance: (1) entry into the problem; (2) basic skills; and (3) general cognitive skills. The levels are described in some detail and suggestions for instructional methods are given. (MP)

Some geometric activities are described that teachers can use to give their students experiences that will influence their spatial abilities. It is noted that the goal is to improve spatial abilities, not to increase knowledge, so individual pupil responses should not be used to judge student achievement. (MP)

Because the absence of spatial activities in contemporary textbooks seemingly relegates visual imagery to a nonessential status, this discussion highlights the indispensable role of visual imagery within applied school mathematics learning activities. Included are examples of when imagery is used within students' daily applications and suggestions…

Ways in which the standards of problem solving, communication, reasoning, and connections can be incorporated into the elementary geometry curriculum are identified. Visualization of figures, conservation of area, shape and space, and multicultural study are discussed. (KR)

Shows how a manipulative device for taking attendance can be used to exercise mathematical thinking processes in a variety of contexts at different elementary school grade levels. Suggests activities using a magnetic attendance board for gathering classroom information; developing number, estimation, and graphing concepts; forming and verifying…

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)

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)