# Education Commons™

Selected Works

Science and Mathematics Education

Problem solving

Articles 1 - 8 of 8

## Full-Text Articles in Education

Developing Transfer Skills In A Biochemistry Class, Jeong V. Choe May 2014

#### Developing Transfer Skills In A Biochemistry Class, Jeong V. Choe

##### Jeong Choe

Students seem to struggle with transferring prior knowledge if the new problem they are given is in a different form from the way they learned the material. The process of transfer can be identified by four components: 1) recognizing the similarity between the old and new contexts; 2) identifying the potential of a certain skill or concept that has worked in the past, to give solutions to new problematic situations; 3) mental testing of the application of the potential solution; and 4) an attempt to apply the skill or concept to a new context (Georghiades 2000). These four components are ...

Revisiting Fibonacci And Related Sequences, Arthur Benjamin, Jennifer Quinn Feb 2014

#### Revisiting Fibonacci And Related Sequences, Arthur Benjamin, Jennifer Quinn

##### Jennifer J. Quinn

This issue focuses on proving several interesting facts about the Fibonacci Sequence using a combinatorial proof. The aim of Delving Deeper is for teachers to pose and solve novel math problems, expand on mathematical connections, or offer new insights into familiar math concepts. Delving Deeper focuses on mathematics content appealing to secondary school teachers. It provides a forum that allows classroom teachers to share their mathematics from their work with students, their classroom investigations and products, and their other experiences. Delving Deeper is a regular department of Mathematics Teacher.

#### Down The Rabbit Hole: A Look At Integrating Classic Literature Into A Secondary Mathematics Curriculum, Adam E. Sokol

The importance of mathematics and reading is paramount to the advancement of civilization. Research has shown that mathematics and reading, along with writing, have a strong correlation. The new Common Core State Standards (CCSS) in mathematics stress the importance of applying mathematical concepts to other subjects and real life. Interestingly, the mathematics and English curriculums have some objectives in common. Classic literature provides a unique context for mathematical concepts to be applied. Using classic literature to teach mathematics could allow students to engage in mathematics and literature more deeply. Example lessons and worksheets supported by research allow teachers to another ...

Jan 2010

#### Addressing Impulsive Disposition: Using Non-Proportional Problems To Overcome Overgeneralization Of Proportionality, Kien Lim, Osvaldo Morera

##### Kien H Lim

Impulsive disposition is an undesirable way of thinking where one spontaneously applies the first idea that comes to mind without checking its relevance. In this research, we explore (a) the possibility of helping pre-service teachers improve their disposition, from being impulsive to being analytic, in one semester, and (b) the effect of using non-proportional situations. This study involves two sections of a mathematics course for pre-service teachers for Grades 4-8. The lessons were designed whenever possible to elicit students’ impulsive disposition so that they could become cognizant of it and make conscious attempts to overcome it. Some test items were ...

Pisa 2003—Mathematical Literacy And Learning In The Americas, John Dossey, Sharon Mccrone, Ross Turner, Mary Lindquist Dec 2007

#### Pisa 2003—Mathematical Literacy And Learning In The Americas, John Dossey, Sharon Mccrone, Ross Turner, Mary Lindquist

##### Ross Turner

The article provides an overview of the mathematics assessment program of the Organization for Economic Cooperation and Developments’ (OECD) Program for Student Assessment (PISA). As such, it provides a comparative view of the PISA results for Canada, Mexico, and the United States. It outlines the program, its frameworks, and competencies PISA uses to describe the achievement of 15-year-olds in over 40 countries participating in the PISA assessments. Particular attention is given to the PISA conception of mathematical literacy and cross-disciplinary problem-solving. These two areas were a focus of the 2003 assessment. In addition to a discussion of general results, two ...

The Roles Of Modelling In Learning Mathematics, Malcolm Swann, Ross Turner, Caroline Yoon, E Muller Dec 2006

#### The Roles Of Modelling In Learning Mathematics, Malcolm Swann, Ross Turner, Caroline Yoon, E Muller

##### Ross Turner

This chapter illustrates how Applications and Modelling promote the learning of mathematics by developing the student’s mathematical language and her use of tools, and by developing the learner’s capacity to ask and answer questions in, with, and about mathematics.

Hierarchical Learning Ensembles, Gregory A. Dilisi, Steven J. Eppell, Jan Upton Feb 2006

#### Hierarchical Learning Ensembles, Gregory A. Dilisi, Steven J. Eppell, Jan Upton

##### Gregory A. DiLisi

We describe the design and implementation of our Hierarchical Learning Ensemble (HLE) model, a pedagogy that assembles interdisciplinary teams of graduate, undergraduate, and secondary-level students to solve science and engineering problems. Our goal is to sensitize undergraduates to working in heterogeneous groups and thus better prepare them for the workplace. Reprinted by permission of the publisher.

Establishing Problem-Solving Habits In Introductory Science Courses, Gregory A. Dilisi, Jennifer E. Eulberg, James F. Lanese Feb 2006

#### Establishing Problem-Solving Habits In Introductory Science Courses, Gregory A. Dilisi, Jennifer E. Eulberg, James F. Lanese

##### Gregory A. DiLisi

Students crave problem-solving strategies that promise increased achievement on tests. Student ambitions seem to align with teacher goals, yet students resist using these strategies for various reasons. We seek to establish a pedagogy modifying student behavior so they are more likely to use any strategy a teacher deems useful. Reprinted by permission of the publisher.