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Books > Children's & Educational > Mathematics
This brilliant book is packed full of friendly questions to build
pupils' skills for the KS1 Maths SATs Arithmetic test. There's
plenty of practice on every Arithmetic topic - great preparation
for the upcoming SATs. Plus there are self-assessment tick boxes so
children can show how confident they feel about each topic, and you
can keep track of their progress! A Reasoning SAT Buster book
(9781782947134) is also available, and answers to both books are
printed in a separate Answer Book (9781782947141).
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Interdisciplinarity, Creativity, and Learning
- Mathematics with Literature, Paradoxes, History, Technology, and Modeling
(Hardcover, New)
Bharath Sriraman, Viktor Freiman, Nicole Lirette-Pitre; Series edited by Bharath Sriraman
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R2,808
Discovery Miles 28 080
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Ships in 18 - 22 working days
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A Volume in The Montana Mathematics Enthusiast: Monograph Series in
Mathematics EducationSeries Editor Bharath Sriraman, The University
of MontanaInterdisciplinarity is increasingly viewed as a necessary
ingredient in the training of future oriented 21st century
disciplinesthat rely on both analytic and synthetic abilities
across disciplines. Nearly every curricular document or vision
statement ofschools and universities include a call for promoting
creativity in students. Yet the construct of creativity and
giftednessacross disciplines remains elusive in the sense that the
prototypical examples of such work come from eminent scientists,
artists and mathematicians, and little if any work has been
conducted with non-eminent individuals. This monograph is anattempt
to fill this gap by putting forth the view that interdisciplinarity
and creativity are related constructs, and that thecultivation of
domain general creativity is possible. Mathematics has historically
been anchored to numerous disciplineslike theology, natural
philosophy, culture and art, allowing for a flexibility of thought
that is difficult to cultivate in otherdisciplines. In this
monograph, the numerous chapters from Australia, U.S.A., Canada,
Cyprus, Denmark and Japanprovide a compelling illustration of the
intricate connection of mathematics with literature, paradoxes,
history, technologyand modeling, thus serving as a conduit for
interdisciplinarity, creativity and learning to occur.
Note that the Floris Books editions of Jamie York's books have been
completely revised for UK and European notation, language and
metric systems. They are also suitable for use in South Africa,
Australia and New Zealand. Experienced maths teacher and consultant
Jamie York believes that a love of learning comes through the
teacher, so his books are committed to supporting teachers in
developing their classroom skills and to fostering a love of maths
in their students. Unlike conventional maths textbooks, his books
are not full of fancy graphics and contrived ways to make maths
fun. Rather, they: -- focus on the essentials, so teachers aren't
overwhelmed by endless lists of required materials -- are genuinely
interesting and challenging, sparking students' enthusiasm for
learning maths -- are developmentally appropriate to the age of the
child, thereby encouraging inner mathemetical awareness and
thinking -- favour depth over superficiality, to avoid teaching
blind procedures to solve meaningless problems. This student's
workbook for Class 7 contains practice questions, with room for
working, on all the topics a student needs to cover in
Steiner-Waldorf Class 7 (age 13-14). The book includes: Arithmetic
review topics from previous years. New topics for Class 7:
measurement, percents, ratios, rates, geometry, algebra, the square
root algorithm. Mental maths: it is as important as ever for
children to develop the ability to do calculations in their head.
Each worksheet therefore begins with a secion on mental maths,
focusing on one of our areas described in the Teacher's Source Book
(available separately). Note that this workbook is also available
in a pack of ten with a teacher's answer booklet.
Each test should take about 15 minutes, however it is more
important that a child completes the test accurately and does not
rush their answers. Children will speed up naturally with practice.
These tests extend children's learning beyond their expected
age-related National Curriculum standard. The testbook provides
practice for SATs, GL Assessment and CEM 11+ exams, CATs, the
Northern Ireland Transfer Test, Common Entrance and scholarship
examinations for independent schools, and all other styles of
mathematical test. The testbooks are designed to be used in
conjunction with the KS2 Maths workbooks as an additional learning
tool. After completion, the maths testpack should be used for final
exam preparation. Answers, Progress Charts and a Certificate of
Achievement are included at the end of the book. All our materials
have been rigorously classroom tested. The methodologies have been
successfully used in AE Tuition classes for over 20 years.
Structured around Bishop's six fundamental mathematical activities,
this book brings together examples of mathematics education from a
range of countries to help readers broaden their view on maths and
its interrelationship to other aspects of life. Considering
different educational traditions and diverse contexts, and
illustrating theory through the use of real-life vignettes
throughout, this book encourages readers to review, reflect on, and
critique their own practice when conducting activities on
explaining, counting, measuring, locating, designing, and playing.
Aimed at early childhood educators and practitioners looking to
improve the mathematics learning experience for all their students,
this practical and accessible guide provides the knowledge and
tools to help every child.
This work is a complete, comprehensive and progressive teaching and
learning programme. It is for children sitting 11+, SATs, common
entrance and scholarship examinations. Arranged in a topic by topic
format, it adopts a more traditional approach. A unique code is
used covering Information, Technique and Exercises. Clear
methodologies, with examples, are given for each technique. Plenty
of practice exercises are also included. All books are rigorously
classroom tested. Methodologies have been used in AE Tuition
classes for over 20 years. There is over 85 per cent success rate
in 11+ and selection tests. These books are designed to be used in
sequence from Workbook 1 onwards and are frequently revised and
updated. Answers, Progress Charts and a Certificate of Achievement
are included at the end of every book.
The Key Stage 2 Maths series covers mathematical technique for
SATs, GL Assessment and CEM 11+ exams, CATs, the Northern Ireland
Transfer Test, Common Entrance and scholarship examinations for
independent schools, and all other styles of mathematical test.
This series of books is designed to be used in sequence from
Workbook 1 onwards. The workbook series is complemented by
testbooks that reinforce a child's mathematical technique and
knowledge, and testpacks for final exam preparation. Answers,
Progress Charts and a Certificate of Achievement are included at
the end of every book. All our materials have been rigorously
classroom tested. The methodologies have been successfully used in
AE Tuition classes for over 20 years.
NHM Year 5 Textbook: Uses language at an appropriate reading level.
Places maths in a variety of contexts. Provides problem-solving
activities. Reinforces and extends your pupils' fluency in number
facts and mental calculation strategies.
The aim of this book is to explore measures of mathematics
knowledge, spanning K-16 grade levels. By focusing solely on
mathematics content, such as knowledge of mathematical practices,
knowledge of ratio and proportions, and knowledge of abstract
algebra, this volume offers detailed discussions of specific
instruments and tools meant for measuring student learning. Written
for assessment scholars and students both in mathematics education
and across educational contexts, this book presents innovative
research and perspectives on quantitative measures, including their
associated purpose statements and validity arguments.
This open access book is based on selected presentations from Topic
Study Group 21: Mathematical Applications and Modelling in the
Teaching and Learning of Mathematics at the 13th International
Congress on Mathematical Education (ICME 13), held in Hamburg,
Germany on July 24-31, 2016. It contributes to the theory, research
and teaching practice concerning this key topic by taking into
account the importance of relations between mathematics and the
real world. Further, the book addresses the "balancing act" between
developing students' modelling skills on the one hand, and using
modelling to help them learn mathematics on the other, which arises
from the integration of modelling into classrooms. The
contributions, prepared by authors from 9 countries, reflect the
spectrum of international debates on the topic, and the examples
presented span schooling from years 1 to 12, teacher education, and
teaching modelling at the tertiary level. In addition the book
highlights professional learning and development for in-service
teachers, particularly in systems where the introduction of
modelling into curricula means reassessing how mathematics is
taught. Given its scope, the book will appeal to researchers and
teacher educators in mathematics education, as well as pre-service
teachers and school and university educators
In this engaging text, Michael Weiss offers an advanced view of the
secondary mathematics curriculum through the prism of theory,
analysis, and history, aiming to take an intellectually and
mathematically mature perspective on the content normally taught in
high school mathematics courses. Rather than a secondary
mathematics textbook, Weiss presents here a textbook about the
secondary mathematics curriculum, written for mathematics educators
and mathematicians and presenting a long-overdue modern-day
integration of the disparate topics and methods of secondary
mathematics into a coherent mathematical theory. Areas covered
include: Polynomials and polynomial functions; Geometry, graphs,
and symmetry; Abstract algebra, linear algebra, and solving
equations; Exponential and logarithmic functions; Complex numbers;
The historical development of the secondary mathematics curriculum.
Written using precise definitions and proofs throughout on a
foundation of advanced content knowledge, Weiss offers a compelling
and timely investigation into the secondary mathematics curriculum,
relevant for preservice secondary teachers as well as graduate
students and scholars in both mathematics and mathematics
education.
Unlock the mysteries of maths and discover the wonder of numbers.
Readers will discover incredible information, such as why zero is
so useful; what a googol really is; why music, maths and space are
connected; why bees prefer hexagons; how to tell the time on other
planets; and much much more. From marvellous measurements and
startling shapes, to terrific theories and numbers in nature -
maths has never been as amazing as this!
Kies slim vir ? skitterende toekoms! Slimkoppe-oefentoetse berei
kinders voor op toetsskryf in die klas en help om hul uitslae te
verbeter. Die boek bevat: Vier Wiskunde- en vier Afrikaanse toetse,
plus al die antwoorde; Riglyne om vordering te assesseer en
probleemareas te identifiseer; en Notas en wenke wat die leerproses
ondersteun.
Die Slimkoppe-werkboeke vir graad 4 tot 6 dek die hele kurrikulum vir Afrikaans, Engels en Wiskunde. Elke boek is propvol kleurryke aktiwiteite wat kinders speel-speel hul taal-en wiskundevaardighede help oefen. Beskikbaar in Afrikaans en Engels.
New Heinemann Maths offers interactive, whole-class teaching, with
structured development of mental calculation strategies. It has
complete coverage of the Framework. The scheme provides support
without prescription for flexible planning and teaching; pupil
material that aims to be clear, fun, and easy to use; clear
structure and progression; support for more able children; and
easy-to-manage assessment.
Teaching mathematics is one of the most difficult and important
jobs that anyone can do. Mathematics is a critical part of
education and an essential building block for problem solving
skills that are needed in the real world. However, many students
struggle to learn and understand mathematical concepts and
educators need to do everything possible to help our students
learn. This book focuses on four areas necessary to be an impactful
teacher of mathematics: Planning, Pedagogy, Assessment, and
Relationships. For each of the ideas presented in the book, a brief
introduction will be shared and then two different perspectives
will be detailed with examples. The first is Not like This which is
often the traditional way of teaching mathematics or the less
effective approach. The second perspective is Teach Like This which
is my recommended approach based upon research and my own
experience as a teacher, math coordinator, and graduate instructor
of math education.
This all-in-one Study & Question book is a brilliant way for
Year One pupils (ages 5-6) to get to grips with Key Stage One
Maths. For every topic, there's a page of clear, colourful notes
that summarises all the important skills. This is followed by a
page of practice questions to test children on what they've just
learned. The book also contains two objective tests - one to assess
children's skills at the start of Year One, and one to measure
their progress at the end of the year. All the answers are included
in a cut-out-and-keep section in the middle of the book, and
there's an explanation of all the key maths terms at the back.
Using the latest research, this book provides an insight into how
learning in mathematics can be improved through a lesson study
approach. This highly practical resource explores the research and
theory that underpins lesson study, and shows the significant
impact it can have on teacher development. Divided into ten
accessible main chapters that focus in depth on an individual
mathematics lesson, each chapter provides research and background
to the lesson, an outline of key features, a detailed description
and analysis of the lesson in practice, post-lesson discussions and
reflections which generalise from the experience, as well as links
to helpful resources. Some of the key topics explored include:
Fractions Proportional relationships Probability and statistics
Geometry Modelling Algebra Dialogic reasoning. Understanding Lesson
Study for Mathematics is the perfect resource for all mathematics
teachers, trainee teachers, and professional developers who are
looking to develop the use of lesson study in their own practice or
for those simply seeking new inspiring ideas for the mathematics
classroom.
This new and updated second edition of Debates in Mathematics
Education explores the major issues that mathematics teachers
encounter in their daily lives. By engaging with established and
contemporary debates, this volume promotes and supports critical
reflection and aims to stimulate both novice and experienced
teachers to reach informed judgements and argue their point of view
with deeper theoretical knowledge and understanding. Divided into
five accessible sections, this book investigates and offers fresh
insight into topics of central importance in mathematics education,
with this second edition including new discussions and chapters on:
Classic and contemporary issues of pedagogy, politics, philosophy
and sociology of mathematics education International comparisons of
achievement Digital technologies for teaching Mastery in
mathematics Pop culture and mathematics Whether mathematics can be
harmful Designed to stimulate discussion and support you in your
own research, writing and practice through suggested questions and
activities throughout, Debates in Mathematics Education will be a
valuable resource for any student or practising teacher, and those
engaged in initial teacher education, continuing professional
development or Master's level study. This book also has much to
offer to those leading mathematics departments in schools and
initial teacher education programmes, and to beginning doctoral
students looking for a survey of the field of mathematics education
research.
Revise smart and save time! NEW REVISE Edexcel GCSE (9-1)
Mathematics Higher Revision Flash Cards are perfect for students
who want to turbocharge their revision time! Each pack includes
access to a FREE online edition of the REVISE Edexcel GCSE (9-1)
Mathematics Higher Revision Guide and contains: 100 Revision Flash
Cards and three organising dividers (with a handy 'how to use'
guide) Multiple choice questions and answers Worked examples Topic
summaries and key facts to remember
This resource offers a groundbreaking effort to make mathematics
education research on ratios and proportions readily accessible and
understandable to preservice and in-service teachers of grades 6 to
8. Using extensive annotated samples of student work and based on
research gathered in the Ongoing Assessment Project (OGAP), A Focus
on Ratios and Proportions teaches readers how students develop
understanding and fluency involving ratio and proportion concepts.
Special features include: A close focus on student work, including
150+ annotated pieces of student work, to help teachers improve
their ability to recognize, assess and monitor their students'
errors and misconceptions, as well as their developing conceptual
understanding. A focus on the OGAP Ratios and Proportions
Progression, based on research conducted with hundreds of teachers
and thousands of pieces of student work. Sections on how Common
Core State Standards for Math (CCSSM) are supported by math
education research. Student work samples and vignettes to
illuminate the research, as well as end of chapter Looking Back
questions and Instructional Links, which allow teachers to analyze
evidence of student thinking and strategies and consider
instructional responses. An accompanying eResource, available
online, offers an answer key as well as extensive explanation of
the Looking Back questions. Like A Focus on Multiplication and
Division and A Focus on Fractions, this book is designed to bridge
the gap between what math education researchers know and what
teachers need to know in order to better understand evidence in
student work and make effective instructional decisions.
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