Learning Mathematics Study Materials 2020 – Download B.Ed Study Books PDF


Download Learning Mathematics Study Materials 2020. In this article, we are going to provide the Study Notes for School of Sciences. B. Ed or Certificate Course in Mathematics students can download these materials which will be useful for their respective semesters.  Here you will find the Approaches to Learning, Exploring Numbers books, PDFs, Complete Notes, E-Books & Important Questions. Download the full content materials provided on our website Exams Time for your Exam Preparation.

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Learning Mathematics Study Materials - Download Mathematics Study Books PDF

Learning Mathematics Study Materials

Name of the Subject Learning Mathematics 
Category School of Sciences
Useful for B.Ed
Course Type Under Graduation Courses
Article on Study Materials 2020
Study Material Format PDF
Download Other Study Materials Click Here

Chapters & Topics

Approaches to Learning

  • Constructivist Approaches to Learning
  • Thinking about the Learning
  • Thinking about Learning

Encouraging Learning in the Classroom

  • Learning Through Activities
  • On Learning Mathematics
  • Building a Constructivist Classroom

Data and Chance

  • Learning about Chance
  • Learning to Interpret Data
  • Learning to Handle Data

On Spatial Learning

  • Understanding Maps
  • Reading Pictures-Relating 2D with 3D
  • Children’s Spatial Abilities

Exploring Numbers

  • Thinking about Numbers
  • Working with Decimal Fractions
  • Working with Fractions

Thinking Mathematically

  • Symmetry and Patterns
  • Exploring Mathematics
  • The Essence of Mathematics

Teaching Mathematics Study Books

Subject  Download Links 
Learning Mathematics Download 
Click Here 

Subject in the Universities

This subject will be useful to the students who are pursuing Bachelor of Education (B.Ed), Certificate Programme in Teaching of Primary School Mathematics. The following university students can also download Learning Mathematics study materials :

  • Bharathidasan University
  • University of Calicut
  • Bangalore University
  • North Eastern University
  • Lovely Professional University

Subject in the Semesters

Learning Mathematics subject will be studied by the students in the following semesters of their respective courses :

  • B.Ed I Year

Unit wise PDFs

Download Unit wise PDFs of Learning Mathematics subject :

Units  Download Links 
Approaches to Learning Download
Encouraging Learning in the Classroom Click Here
Data and Chance Download
On Spatial Learning Click Here
Exploring Numbers Download
Thinking Mathematically Click Here

Important Questions

We have mentioned some of the important questions of Learning Mathematics subject :

  • Give examples of schemes, schemas, assimilation, accommodation,  elaboration and scaffolding from your own experiences of teaching and learning mathematics?
  • Explain what constructivism means in practice?
  • Give examples to show how the environment of the child has an effect on how/what she learns?
  • Explain the role of a constructivist teacher in helping a child learn?
  • Give reasons to show that children do not learn by imitating adults?
  • Explain why children are not empty slates?
  • Give reasons for children being disinterested in formal studies?
  • Explain your understanding of how your learners learn mathematics?
  • Explain the understanding of learning that each of these models of learning reflects.
  • Describe the characteristics of the banking, programming and constructivist models of learning?
  • Distinguish between different ways in which we use the term ‘activity’?
  • Analyze the structure, content and aims of an activity?
  • Explain how a child constructs mathematical knowledge?
  • Differentiate between conceptual and procedural knowledge?
  • Explain why representation is necessary for dealing with the abstract world of mathematics?
  • Describe the features of a constructivist classroom.
  • Explain the need for primary school children to learn about chance and related concepts?
  • Explain the mathematical thinking involved in problem-solving and other mathematical explorations? 
  • Explain in what way ‘thinking mathematically’ requires dealing with abstraction.
  • Explain how the processes of particularisation and generalization are essential for doing mathematics?
  • Explain what the symmetry of a two-dimensional figure is?
  • Explain what a pattern, border and wallpaper pattern is?

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