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Pratt, Sarah S.; Lupton, Tina M.; Richardson, Kerri – Teaching Children Mathematics, 2015
As teachers seek activities to assist students in understanding division as more than just the algorithm, they find many examples of division as fair sharing. However, teachers have few activities to engage students in a quotative (measurement) model of division. Efraim Fischbein and his colleagues (1985) defined two types of whole-number…
Descriptors: Mathematics Instruction, Mathematical Concepts, Color, Teaching Methods
Bernstein, Eve; Rasmussen, Jennifer F. – Strategies: A Journal for Physical and Sport Educators, 2013
The idea of actively involving children in the learning process can be beneficial for both teacher and student on a number of levels. Allowing students in physical education class to make choices has been incorporated into elementary-age teaching successfully. As a way to invite students to become more active participants in their learning,…
Descriptors: Active Learning, Competition, Physical Education, Skill Development
Sportel, Samuel; Bruxvoort, Crystal; Jadrich, James – Science and Children, 2009
Conceptually, students are typically introduced to light as a type of wave. However, children struggle to understand this model because it is highly abstract. Light can be represented more concretely using the photon model. According to this scientific model, light emanates from sources as tiny "packets" of energy (called "photons") that move in…
Descriptors: Models, Teaching Methods, Light, Energy
Newman, John B. – 1986
An approach which is designed to help students better understand the utility of models in understanding and doing physics, specifically in a course in light and color, is described in this paper. Explanations are given and illustrations are provided of an analogue model of waves which assist in the creation of an abstract model to deduce Snell's…
Descriptors: College Science, Color, Higher Education, Light