In this discussion I give an explanation of the divergence and convergence of infinite series through the building blocks problem and at the same time I touch on the fact that mathematics is not just about manipulating complicated numerical formulas but also a field in which logical ways of thought are learnt. I emphasize that in order to overcome the aversion of university students to mathematics, teachers must pour their energies into developing study materials taken from topics relevant to the students
Mathematical Modeling has played a fundamental role in the process of teaching and learning mathemat...
In a high-stakes assessment culture, it is clearly important that learners of mathematics develop th...
The author explores the convergence of an alternating series using a visual approach. Ideas for enga...
Abstract: In this discussion I give an explanation of the divergence and convergence of infinite ser...
The harmonic series is one of the most celebrated infinite series ofmathematics. From a pedagogical ...
Students of traditional calculus courses can discover significant mathematics original to themselves...
Introducing the concept of infinite series: preliminary analyses of curriculum content and pedagogic...
This article describes the discovery and the subsequent proof of a hypothesis concerning harmonic se...
This snapshot looks at educational aspects of the design of curricula in mathematics. In particular,...
The theoretical part of the master's thesis, titled Geometric Problem-Solving Strategies on Sequenc...
This book aims to dispel the mystery and fear experienced by students surrounding sequences, series,...
This paper begins by considering the cognitive mechanisms available to individuals which enable them...
Convergence in education can be seen as a way to teach a subject by integrating knowledge, methods, ...
What I have presented in this paper is in itself only a brief introduction into the topic of infinit...
Most universities in the US require prospective high school mathematics teachers to major in mathema...
Mathematical Modeling has played a fundamental role in the process of teaching and learning mathemat...
In a high-stakes assessment culture, it is clearly important that learners of mathematics develop th...
The author explores the convergence of an alternating series using a visual approach. Ideas for enga...
Abstract: In this discussion I give an explanation of the divergence and convergence of infinite ser...
The harmonic series is one of the most celebrated infinite series ofmathematics. From a pedagogical ...
Students of traditional calculus courses can discover significant mathematics original to themselves...
Introducing the concept of infinite series: preliminary analyses of curriculum content and pedagogic...
This article describes the discovery and the subsequent proof of a hypothesis concerning harmonic se...
This snapshot looks at educational aspects of the design of curricula in mathematics. In particular,...
The theoretical part of the master's thesis, titled Geometric Problem-Solving Strategies on Sequenc...
This book aims to dispel the mystery and fear experienced by students surrounding sequences, series,...
This paper begins by considering the cognitive mechanisms available to individuals which enable them...
Convergence in education can be seen as a way to teach a subject by integrating knowledge, methods, ...
What I have presented in this paper is in itself only a brief introduction into the topic of infinit...
Most universities in the US require prospective high school mathematics teachers to major in mathema...
Mathematical Modeling has played a fundamental role in the process of teaching and learning mathemat...
In a high-stakes assessment culture, it is clearly important that learners of mathematics develop th...
The author explores the convergence of an alternating series using a visual approach. Ideas for enga...
Add to ORKG