Relates Cognitively Guided Instruction (CGI) with anecdotes of learning-disabled students in primary grades. Message of CGI is that when teachers begin listening to children, they realize how much more students know than they recognized previously. Teachers can achieve goals of compensatory mathematics education by building on this knowledge. (SKS)

Presents activities using the Three Pigs to increase students' understanding of addition and subtraction. Argues that addition and subtraction are something that students can view and participate in when using the Three Pigs instead of just the manipulation of numbers. (ASK)

Having children create and solve their own story problems is a valuable activity to use for them to think carefully about and apply a concept to create and solve a problem. Describes using two books to help children learn about the concept of multiplication. (ASK)

Shares a problem-solving activity in which the aim is to find out how fifth-grade students would approach a nontraditional problem in which several conditions had to be met. Asks teachers to consider student observations in their teaching. (ASK)

These activities invite students to use mathematics to explore interesting facts about famous buildings. The investigation for grades three to four focuses on the SkyDome, a sports arena in Toronto, Canada, and the investigation for grades five to six discusses the Empire State Building in New York City. Includes reproducible student worksheets.…

Discusses how teachers can infuse culture into the curriculum and develop students' competence and confidence by using ethnomathematics. Examines the mathematics of the Mayan civilization. Contains 22 references. (ASK)

Describes a student checkbook program for a third-grade classroom that integrates mathematics and behavior management. Reinforces arithmetic, language arts, and social studies skills. Discusses pedagogical implications. (ASK)

Illustrates how many key algebraic concepts can be informally developed within the number and operations strand taught in the primary grades. Discusses expressions and equations, properties and conventions, relationships between operations, and variables from this perspective. (ASK)

Shares different students' solutions for a problem entitled How Much Film?, which appeared in the November 1997 issue of Teaching Children Mathematics. The problem has to do with how many rolls of film are necessary to take 687 pictures. (ASK)

Presents responses to the pattern problem that appeared in the November 1998 "Problem Solvers" section of this journal. (ASK)

Discusses mathematics education research on multiplication and division which implies that instruction should emphasize development of a sound conceptual basis for multiplication and division rather than memorization of tables and rules. Presents action research ideas. (10 references) (MKR)

Presents information on a project to promote young students' mathematical thinking in which teachers attempt to explore ways to foster students' mathematical development by watching a CD-ROM containing student interviews. Discusses the role that technology might play as a catalyst for teachers to reflect upon their teaching experiences against the…

Presents student comments as they explain their mathematical reasoning and thinking about place value in addition and subtraction. (ASK)

Describes a wide range of activities based on a grade-number theme of "two" in second grade, "three" in third grade, and "four" in fourth grade. (MKR/SW)