The accepted framing of mathematics pedagogical content knowledge (PCK) as part of mathematical knowledge for teaching has centered on the question: What mathematical reasoning, insight, understanding, and skills are required for a person to teach elementary mathematics? Many have worked to address this question in K-8 teaching. Yet, there remains a call for examples and theory in the context of teachers with greater mathematical preparation and older students with varied and complex experiences in learning mathematics. In this theory development report we offer background and examples for an extended model of PCK – as the interplay among conceptually-rich mathematical understandings, experience in and of teaching, and multiple culturally-m...
Learning to teach mathematics content courses designed for prospective elementary teachers (PTs) is ...
Research has shown that there are different types of knowledge possessed by teachers that impact the...
This study used a constructivism theoretical framework to focus on a group of elementary mathematics...
The accepted framing of mathematics pedagogical content knowledge (PCK) as part of mathematical know...
The accepted framing of mathematics pedagogical content knowledge (PCK) as part of mathematical know...
Pedagogical Content Knowledge (PCK) is an essential and complex facet of mathematics teacher knowled...
This paper intends to shed light on understanding of Mathematical Pedagogical Content Knowledge (MPC...
This paper explores the usefulness of a framework for investigating teachers ’ Pedagogical Content K...
One responsibility of mathematics teacher educators is to provide opportunities for prospective teac...
This paper addresses two critical issues in mathematics education, the need: (a) to understand the n...
The purpose of this study was to identify and characterize the pedagogical content knowledge (PCK) h...
Pedagogical Content Knowledge (PCK) is a powerful construct for examining the complexityof teacher k...
In this paper the authors present three design principles they use to develop preservice teachers\u2...
AbstractThis study investigates pre-service elementary mathematics teachers’ development of pedagogi...
Since Shulman’s (1986) seminal work on Pedagogical Content Knowledge (PCK) was released, it has crea...
Learning to teach mathematics content courses designed for prospective elementary teachers (PTs) is ...
Research has shown that there are different types of knowledge possessed by teachers that impact the...
This study used a constructivism theoretical framework to focus on a group of elementary mathematics...
The accepted framing of mathematics pedagogical content knowledge (PCK) as part of mathematical know...
The accepted framing of mathematics pedagogical content knowledge (PCK) as part of mathematical know...
Pedagogical Content Knowledge (PCK) is an essential and complex facet of mathematics teacher knowled...
This paper intends to shed light on understanding of Mathematical Pedagogical Content Knowledge (MPC...
This paper explores the usefulness of a framework for investigating teachers ’ Pedagogical Content K...
One responsibility of mathematics teacher educators is to provide opportunities for prospective teac...
This paper addresses two critical issues in mathematics education, the need: (a) to understand the n...
The purpose of this study was to identify and characterize the pedagogical content knowledge (PCK) h...
Pedagogical Content Knowledge (PCK) is a powerful construct for examining the complexityof teacher k...
In this paper the authors present three design principles they use to develop preservice teachers\u2...
AbstractThis study investigates pre-service elementary mathematics teachers’ development of pedagogi...
Since Shulman’s (1986) seminal work on Pedagogical Content Knowledge (PCK) was released, it has crea...
Learning to teach mathematics content courses designed for prospective elementary teachers (PTs) is ...
Research has shown that there are different types of knowledge possessed by teachers that impact the...
This study used a constructivism theoretical framework to focus on a group of elementary mathematics...