This stand-alone workshop session explores the connections between home and school mathematics learning through the lens of equity. It is appropriate for use with teachers, staff developers, after-school program providers, and other educators who work with parents. All three session activities can be done, or the leader can opt to keep the session…

The physics learning problem that students usually regard equations and other symbols in physics as algebraic exercises rather than representations of real world phenomena is commonly known. This article discusses how the Web-based interactive instructional materials were used to help students connect the symbolic world and the real world. The…

This issue of ENC Focus focuses on the topic of inquiry and problem solving. Featured articles include: (1) "Inquiry in the Everyday World of Schools" (Ronald D. Anderson); (2) "In the Cascade Reservoir Restoration Project Students Tackle Real-World Problems" (Clint Kennedy with Advanced Biology Students from Cascade High…

College courses that are taught without any technology are part of the past. With software that can do almost any mathematics including calculus, traditional teaching, with the instructor as all-knowing, is obsolete. In this paper, a comparison is made between business mathematics courses and general physics courses taught at a small private…

Explains how to implement an activity in which students measure the volume of their oral cavities. Enables students to develop skills in estimation, measurement, connections, statistics, applying concepts and procedures, and communication. (DDR)

Discusses the mathematics learning related to NCTM standards that emerges as children engage in play in early childhood and kindergarten settings and offers suggestions for the effective use of play in teaching young children mathematics. Focuses on the use of blocks and manipulatives. Discusses how teachers' assumptions and mathematics knowledge…

Discusses the issue of deciding what is or what should be taking place in mathematics classrooms. Concludes that it is necessary to prepare the students in today's classrooms to live and work in tomorrow's world. Contains 16 references. (ASK)

Presents an investigation that focuses on estimation skills as children attempt to solve problems involving concepts of weight, volume, and counting money. (ASK)

Highlights an activity that focuses on learning the geometric concepts needed for students to design blueprints for a city park by mastering fifth-grade geometry concepts and applying their knowledge in a real-world context. (ASK)

Describes the use of experiential learning activities in a first grade classroom composed of learners at several levels, including some with learning disabilities and some with special speech and language needs. Presents learning activities to integrate mathematics with developmentally appropriate process writing, including a birthday graph, dice…

Presents a game along with several variations involving three players using three-digit numbers to help students improve their number sense on decimal numbers and fractions. (ASK)

Argues that mathematics literacy begins at birth and that all that children need to construct mathematics concepts for themselves are a stimulating environment and receptive adults. Provides suggestions for promoting emergent math for children from birth through 4 years, including using rhythm and music, incorporating mathematics concepts into…

Suggests that teachers make use of children's literature to stimulate the learning of mathematical concepts. Identifies criteria for selecting children's books for math class, and provides examples of appropriate books and questions teachers might pose to spark children's thinking about math. Cautions teachers to avoid books that are workbooks in…

This article presents an in-class Monte Carlo demonstration, designed to demonstrate to students the implications of multicollinearity in a multiple regression study. In the demonstration, students already familiar with multiple regression concepts are presented with a scenario in which the "true" relationship between the response and…

This article discusses how children learn to understand the decimal system in very concrete ways, while having fun using beads. When counting the beads, the children learn 5,491 is not simply "five thousand four hundred and ninety-one" but actually 5 thousands, 4 hundreds, 9 tens, and 1 unit. They begin to understand that as they get 10 units,…