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Essential Exercises Year 2 Maths

$27.95
This series includes separate books for Years 1 to 6.
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Essential Exercises Year 3 Maths

$27.95
This series includes separate books for Years 1 to 6.
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Essential Exercises Year 4 Maths

$27.95
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Essential Exercises Year 5 Maths

$27.95
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Essential Exercises Year 6 Maths

$27.95
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Essential Exercises Year 6 Maths

$27.95
Some features and benefits of this series of Essential Exercises:
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Essential Mathematical Reasoning for OC book 1

$24.95
  • Suitable for Years 3-4
  • Designed to the exact format of the Opportunity Class Placement Test with hand picked questions that closely relate to past Opportunity Class Examination questions
  • 5 mathematical reasoning practice tests of 35 questions each (recommended time limit: 40 minutes)
  • Includes answers with explanations
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Essential Mathematical Reasoning for OC book 1

$24.95
  • Suitable for Years 3-4
  • Designed to the exact format of the Opportunity Class Placement Test with hand picked questions that closely relate to past Opportunity Class Examination questions
  • 5 mathematical reasoning practice tests of 35 questions each (recommended time limit: 40 minutes)
  • Includes answers with explanations
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Essential Selective Mathematical Reasoning for Selective Book 1

$24.95
  • Suitable for Years 5-6
  • Designed to the exact format of the Selective High School Placement Test, with hand picked questions that closely relate to past Selective High School Examination questions
  • 5 mathematical reasoning practice tests of 35 questions each (recommended time limit: 40 minutes)
  • Includes answers with explanations
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Essential Selective Mathematical Reasoning for Selective Book 1

$24.95
  • Suitable for Years 5-6
  • Designed to the exact format of the Selective High School Placement Test, with hand picked questions that closely relate to past Selective High School Examination questions
  • 5 mathematical reasoning practice tests of 35 questions each (recommended time limit: 40 minutes)
  • Includes answers with explanations
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ICE-EM Mathematics Year 5 Third Edition Online Teaching Suite

$299.95
ABOUT THE AUTHORS Colin Becker Colin Becker works as a Mathematics and ITL T specialist at an independent boys’ school in Adelaide. Colin has written for professional publications, presented at conferences and schools, and is actively involved in mathematics education. Howard Cole Howard Cole was Senior Mathematics Master at Sydney Grammar School Edgecliff Preparatory for many years. He outlined the whole primary curriculum during that time, as well as writing and producing in-school workbooks for Years 5 and 6. Now retired from teaching, he still maintains a keen interest in mathematics and curriculum development. Andy Edwards Andy Edwards taught in secondary mathematics classrooms for 31 years in Victoria, Canada and Queensland. Since 2004, he has worked for the Queensland Curriculum and Assessment Authority writing materials for their assessment programs from Years 3 to 12 and as a test item developer for W A’s OLNA program since 2013. He has written non-routine problems for the Australian Mathematics Trust since 1991. Garth Gaudry Garth Gaudry was Head of Mathematics at Flinders University before moving to UNSW, where he became Head of School. He was the inaugural Director of AMSI before he became the Director of AMSI’s International Centre of Excellence for Education in Mathematics. Previous positions include membership of the South Australian Mathematics Subject Committee and the Eltis Committee appointed by the NSW Government to enquire into Outcomes and Profiles. He was a life member of the Australian Mathematical Society and Emeritus Professor of Mathematics, UNSW. Janine McIntosh Janine McIntosh manages AMSI Schools at the Australian Mathematical Sciences Institute. Janine leads a professional development and schools-visit program for teachers across the country. Through clusters of schools supported by industry and government partners, Janine’s aim is to encourage more Australians to enjoy and study mathematics. Janine has developed a suite of online and careers materials in her time at AMSI and was one of the writers for the Australian Curriculum: Mathematics F – 10. She is an experienced primary teacher, who has worked as a lecturer in mathematics education at the University of Melbourne and serves on the Maths Challenge and AMOC Committees of the Australian Mathematics Trust. Jacqui Ramagge Jacqui Ramagge is currently Head of the School of Mathematics and Statistics at the University in Sydney . After graduating in 1993 with a PhD in Mathematics from the University of Warwick (UK) she worked at the University of Newcastle (Australia) until 2007 and then at the University of Wollongong until 2015 when she moved to the University of Sydney. She has served on the Australian Research Council College of Experts, including as Chair of Australian Laureate Fellowships Selection Advisory Committee. She teaches mathematics at all levels from primary school to PhD courses and has won a teaching award. She contributed to the Vermont Mathematics Initiative (USA) and is a founding member of the Australian Mathematics T rust Primary Problems Committee. In 2013 she received a BH Neumann Award from the Australian Mathematics Trust for her significant contribution to the enrichment of mathematics learning in Australia.
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ICE-EM Mathematics Year 5 Third Edition Online Teaching Suite

$299.95
ABOUT THE AUTHORS Colin Becker Colin Becker works as a Mathematics and ITL T specialist at an independent boys’ school in Adelaide. Colin has written for professional publications, presented at conferences and schools, and is actively involved in mathematics education. Howard Cole Howard Cole was Senior Mathematics Master at Sydney Grammar School Edgecliff Preparatory for many years. He outlined the whole primary curriculum during that time, as well as writing and producing in-school workbooks for Years 5 and 6. Now retired from teaching, he still maintains a keen interest in mathematics and curriculum development. Andy Edwards Andy Edwards taught in secondary mathematics classrooms for 31 years in Victoria, Canada and Queensland. Since 2004, he has worked for the Queensland Curriculum and Assessment Authority writing materials for their assessment programs from Years 3 to 12 and as a test item developer for W A’s OLNA program since 2013. He has written non-routine problems for the Australian Mathematics Trust since 1991. Garth Gaudry Garth Gaudry was Head of Mathematics at Flinders University before moving to UNSW, where he became Head of School. He was the inaugural Director of AMSI before he became the Director of AMSI’s International Centre of Excellence for Education in Mathematics. Previous positions include membership of the South Australian Mathematics Subject Committee and the Eltis Committee appointed by the NSW Government to enquire into Outcomes and Profiles. He was a life member of the Australian Mathematical Society and Emeritus Professor of Mathematics, UNSW. Janine McIntosh Janine McIntosh manages AMSI Schools at the Australian Mathematical Sciences Institute. Janine leads a professional development and schools-visit program for teachers across the country. Through clusters of schools supported by industry and government partners, Janine’s aim is to encourage more Australians to enjoy and study mathematics. Janine has developed a suite of online and careers materials in her time at AMSI and was one of the writers for the Australian Curriculum: Mathematics F – 10. She is an experienced primary teacher, who has worked as a lecturer in mathematics education at the University of Melbourne and serves on the Maths Challenge and AMOC Committees of the Australian Mathematics Trust. Jacqui Ramagge Jacqui Ramagge is currently Head of the School of Mathematics and Statistics at the University in Sydney . After graduating in 1993 with a PhD in Mathematics from the University of Warwick (UK) she worked at the University of Newcastle (Australia) until 2007 and then at the University of Wollongong until 2015 when she moved to the University of Sydney. She has served on the Australian Research Council College of Experts, including as Chair of Australian Laureate Fellowships Selection Advisory Committee. She teaches mathematics at all levels from primary school to PhD courses and has won a teaching award. She contributed to the Vermont Mathematics Initiative (USA) and is a founding member of the Australian Mathematics T rust Primary Problems Committee. In 2013 she received a BH Neumann Award from the Australian Mathematics Trust for her significant contribution to the enrichment of mathematics learning in Australia.
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ICE-EM Mathematics Year 6 Third Edition Online Teaching Suite

$299.95
ABOUT THE AUTHORS Colin Becker Colin Becker works as a Mathematics and ITL T specialist at an independent boys’ school in Adelaide. Colin has written for professional publications, presented at conferences and schools, and is actively involved in mathematics education. Howard Cole Howard Cole was Senior Mathematics Master at Sydney Grammar School Edgecliff Preparatory for many years. He outlined the whole primary curriculum during that time, as well as writing and producing in-school workbooks for Years 5 and 6. Now retired from teaching, he still maintains a keen interest in mathematics and curriculum development. Andy Edwards Andy Edwards taught in secondary mathematics classrooms for 31 years in Victoria, Canada and Queensland. Since 2004, he has worked for the Queensland Curriculum and Assessment Authority writing materials for their assessment programs from Years 3 to 12 and as a test item developer for W A’s OLNA program since 2013. He has written non-routine problems for the Australian Mathematics Trust since 1991. Garth Gaudry Garth Gaudry was Head of Mathematics at Flinders University before moving to UNSW, where he became Head of School. He was the inaugural Director of AMSI before he became the Director of AMSI’s International Centre of Excellence for Education in Mathematics. Previous positions include membership of the South Australian Mathematics Subject Committee and the Eltis Committee appointed by the NSW Government to enquire into Outcomes and Profiles. He was a life member of the Australian Mathematical Society and Emeritus Professor of Mathematics, UNSW. Janine McIntosh Janine McIntosh manages AMSI Schools at the Australian Mathematical Sciences Institute. Janine leads a professional development and schools-visit program for teachers across the country. Through clusters of schools supported by industry and government partners, Janine’s aim is to encourage more Australians to enjoy and study mathematics. Janine has developed a suite of online and careers materials in her time at AMSI and was one of the writers for the Australian Curriculum: Mathematics F – 10. She is an experienced primary teacher, who has worked as a lecturer in mathematics education at the University of Melbourne and serves on the Maths Challenge and AMOC Committees of the Australian Mathematics Trust. Jacqui Ramagge Jacqui Ramagge is currently Head of the School of Mathematics and Statistics at the University in Sydney . After graduating in 1993 with a PhD in Mathematics from the University of Warwick (UK) she worked at the University of Newcastle (Australia) until 2007 and then at the University of Wollongong until 2015 when she moved to the University of Sydney. She has served on the Australian Research Council College of Experts, including as Chair of Australian Laureate Fellowships Selection Advisory Committee. She teaches mathematics at all levels from primary school to PhD courses and has won a teaching award. She contributed to the Vermont Mathematics Initiative (USA) and is a founding member of the Australian Mathematics T rust Primary Problems Committee. In 2013 she received a BH Neumann Award from the Australian Mathematics Trust for her significant contribution to the enrichment of mathematics learning in Australia.
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ICE-EM Mathematics Year 6 Third Edition Online Teaching Suite

$299.95
ABOUT THE AUTHORS Colin Becker Colin Becker works as a Mathematics and ITL T specialist at an independent boys’ school in Adelaide. Colin has written for professional publications, presented at conferences and schools, and is actively involved in mathematics education. Howard Cole Howard Cole was Senior Mathematics Master at Sydney Grammar School Edgecliff Preparatory for many years. He outlined the whole primary curriculum during that time, as well as writing and producing in-school workbooks for Years 5 and 6. Now retired from teaching, he still maintains a keen interest in mathematics and curriculum development. Andy Edwards Andy Edwards taught in secondary mathematics classrooms for 31 years in Victoria, Canada and Queensland. Since 2004, he has worked for the Queensland Curriculum and Assessment Authority writing materials for their assessment programs from Years 3 to 12 and as a test item developer for W A’s OLNA program since 2013. He has written non-routine problems for the Australian Mathematics Trust since 1991. Garth Gaudry Garth Gaudry was Head of Mathematics at Flinders University before moving to UNSW, where he became Head of School. He was the inaugural Director of AMSI before he became the Director of AMSI’s International Centre of Excellence for Education in Mathematics. Previous positions include membership of the South Australian Mathematics Subject Committee and the Eltis Committee appointed by the NSW Government to enquire into Outcomes and Profiles. He was a life member of the Australian Mathematical Society and Emeritus Professor of Mathematics, UNSW. Janine McIntosh Janine McIntosh manages AMSI Schools at the Australian Mathematical Sciences Institute. Janine leads a professional development and schools-visit program for teachers across the country. Through clusters of schools supported by industry and government partners, Janine’s aim is to encourage more Australians to enjoy and study mathematics. Janine has developed a suite of online and careers materials in her time at AMSI and was one of the writers for the Australian Curriculum: Mathematics F – 10. She is an experienced primary teacher, who has worked as a lecturer in mathematics education at the University of Melbourne and serves on the Maths Challenge and AMOC Committees of the Australian Mathematics Trust. Jacqui Ramagge Jacqui Ramagge is currently Head of the School of Mathematics and Statistics at the University in Sydney . After graduating in 1993 with a PhD in Mathematics from the University of Warwick (UK) she worked at the University of Newcastle (Australia) until 2007 and then at the University of Wollongong until 2015 when she moved to the University of Sydney. She has served on the Australian Research Council College of Experts, including as Chair of Australian Laureate Fellowships Selection Advisory Committee. She teaches mathematics at all levels from primary school to PhD courses and has won a teaching award. She contributed to the Vermont Mathematics Initiative (USA) and is a founding member of the Australian Mathematics T rust Primary Problems Committee. In 2013 she received a BH Neumann Award from the Australian Mathematics Trust for her significant contribution to the enrichment of mathematics learning in Australia.
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year 3 maths
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Learning Mathematics for Primary 3 + Geniebook

$32.95
ISBN 9789813210035 Through this comprehensive workbook, students can gain a thorough understanding of the mathematical concepts, hone their problem-solving skills and develop creative and critical thinking skills. This book will inspire confidence as the student progresses.
year 3 maths
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Learning Mathematics for Primary 3 + Geniebook

$32.95
ISBN 9789813210035 Through this comprehensive workbook, students can gain a thorough understanding of the mathematical concepts, hone their problem-solving skills and develop creative and critical thinking skills. This book will inspire confidence as the student progresses.
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Maths Test Bank Year 2

$22.95
Part 1: Assessment of Learning The assessment of learning is designed to help the teacher (and the student) measure progress towards achievement standards. The aim of this assessment is to find out what a student has learned and to help answer questions such as:
  • Where was the student?
  • Where is the student now?
  • Where does the student need to go to next?
Part 2: Assessment for Learning Assessment for learning differs from assessment of learning because its main focus is inquiry into the learning process. Teachers are able to look at the way students learn, rather than at their level of achievement. This analysis can then inform future teaching and learning requirements. This assessment focuses on students’ level of development in the proficiency strands of the mathematics curriculum (understanding, fluency, problem solving and reasoning) and their ability to reflect on, reason, explain, explore and adapt key mathematical concepts.
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Maths Test Bank Year 2

$22.95
Part 1: Assessment of Learning The assessment of learning is designed to help the teacher (and the student) measure progress towards achievement standards. The aim of this assessment is to find out what a student has learned and to help answer questions such as:
  • Where was the student?
  • Where is the student now?
  • Where does the student need to go to next?
Part 2: Assessment for Learning Assessment for learning differs from assessment of learning because its main focus is inquiry into the learning process. Teachers are able to look at the way students learn, rather than at their level of achievement. This analysis can then inform future teaching and learning requirements. This assessment focuses on students’ level of development in the proficiency strands of the mathematics curriculum (understanding, fluency, problem solving and reasoning) and their ability to reflect on, reason, explain, explore and adapt key mathematical concepts.
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Maths Test Bank Year 3

$22.95
Part 1: Assessment of Learning The assessment of learning is designed to help the teacher (and the student) measure progress towards achievement standards. The aim of this assessment is to find out what a student has learned and to help answer questions such as:
  • Where was the student?
  • Where is the student now?
  • Where does the student need to go to next?
Part 2: Assessment for Learning Assessment for learning differs from assessment of learning because its main focus is inquiry into the learning process. Teachers are able to look at the way students learn, rather than at their level of achievement. This analysis can then inform future teaching and learning requirements. This assessment focuses on students’ level of development in the proficiency strands of the mathematics curriculum (understanding, fluency, problem solving and reasoning) and their ability to reflect on, reason, explain, explore and adapt key mathematical concepts.

Contents

  • Assessment of and for Learning: Introduction
  • Grading Guide
  • Curriculum Overview
  • Assessment of and for Learning: The Tests
  • Number and Algebra
    • 1A Place value
    • 1B Mental strategies for addition
    • 1C Mental strategies for subtraction
    • 1D Written strategies for addition and subtraction
    • 1E Skip counting
    • 1F Multiplication and division facts
    • 1G Strategies for multiplication and division
    • 2A Fractions
    • 2B Fractions on number lines
    • 3A Money
    • 4A Number patterns
    • 4B Number stories
  • Measurement and Geometry
    • 5A Length and area
    • 5B Capacity and volume
    • 5C Mass
    • 5D Time
    • 6A 2D shapes
    • 6B 3D objects
    • 7A Angles
    • 7B Symmetry
    • 7C Grids and maps
  • Statistics and Probability
    • 8A Collecting data
    • 8B Recording data
    • 8C Displaying and interpreting data
    • 8D Chance events
    • 8E Chance experiments
  • From Assessment to Instruction: Teacher Support
  • Answers
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Maths Test Bank Year 3

$22.95
Part 1: Assessment of Learning The assessment of learning is designed to help the teacher (and the student) measure progress towards achievement standards. The aim of this assessment is to find out what a student has learned and to help answer questions such as:
  • Where was the student?
  • Where is the student now?
  • Where does the student need to go to next?
Part 2: Assessment for Learning Assessment for learning differs from assessment of learning because its main focus is inquiry into the learning process. Teachers are able to look at the way students learn, rather than at their level of achievement. This analysis can then inform future teaching and learning requirements. This assessment focuses on students’ level of development in the proficiency strands of the mathematics curriculum (understanding, fluency, problem solving and reasoning) and their ability to reflect on, reason, explain, explore and adapt key mathematical concepts.

Contents

  • Assessment of and for Learning: Introduction
  • Grading Guide
  • Curriculum Overview
  • Assessment of and for Learning: The Tests
  • Number and Algebra
    • 1A Place value
    • 1B Mental strategies for addition
    • 1C Mental strategies for subtraction
    • 1D Written strategies for addition and subtraction
    • 1E Skip counting
    • 1F Multiplication and division facts
    • 1G Strategies for multiplication and division
    • 2A Fractions
    • 2B Fractions on number lines
    • 3A Money
    • 4A Number patterns
    • 4B Number stories
  • Measurement and Geometry
    • 5A Length and area
    • 5B Capacity and volume
    • 5C Mass
    • 5D Time
    • 6A 2D shapes
    • 6B 3D objects
    • 7A Angles
    • 7B Symmetry
    • 7C Grids and maps
  • Statistics and Probability
    • 8A Collecting data
    • 8B Recording data
    • 8C Displaying and interpreting data
    • 8D Chance events
    • 8E Chance experiments
  • From Assessment to Instruction: Teacher Support
  • Answers
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Maths Test Bank Year 4

$22.95
Part 1: Assessment of Learning The assessment of learning is designed to help the teacher (and the student) measure progress towards achievement standards. The aim of this assessment is to find out what a student has learned and to help answer questions such as:
  • Where was the student?
  • Where is the student now?
  • Where does the student need to go to next?
Part 2: Assessment for Learning Assessment for learning differs from assessment of learning because its main focus is inquiry into the learning process. Teachers are able to look at the way students learn, rather than at their level of achievement. This analysis can then inform future teaching and learning requirements. This assessment focuses on students’ level of development in the proficiency strands of the mathematics curriculum (understanding, fluency, problem solving and reasoning) and their ability to reflect on, reason, explain, explore and adapt key mathematical concepts.

Contents

  • Assessment of and for Learning: Introduction
  • Grading Guide
  • Curriculum Overview
  • Assessment of and for Learning: The Tests
  • Number and Algebra
    • 1A Place value
    • 1B Mental strategies for addition
    • 1C Mental strategies for subtraction
    • 1D Written strategies for addition and subtraction
    • 1E Skip counting
    • 1F Multiplication and division facts
    • 1G Strategies for multiplication and division
    • 2A Equivalent fractions
    • 2B Fractions on number lines
    • 2C Decimal fractions
    • 3A Money and calculations
    • 4A Number patterns
    • 4B Number stories
  • Measurement and Geometry
    • 5A Length
    • 5B Area
    • 5C Volume and capacity
    • 5D Mass
    • 5E Time
    • 5F Temperature
    • 6A 2D shapes
    • 6B 3D objects
    • 7A Angles
    • 7B Symmetry
    • 7C Scales and maps
  • Statistics and Probability
    • 8A Collecting data
    • 8B Recording data
    • 8C Displaying and interpreting data
    • 8D Chance events
    • 8E Chance experiments
  • From Assessment to Instruction: Teacher Support
  • Answers
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Maths Test Bank Year 4

$22.95
Part 1: Assessment of Learning The assessment of learning is designed to help the teacher (and the student) measure progress towards achievement standards. The aim of this assessment is to find out what a student has learned and to help answer questions such as:
  • Where was the student?
  • Where is the student now?
  • Where does the student need to go to next?
Part 2: Assessment for Learning Assessment for learning differs from assessment of learning because its main focus is inquiry into the learning process. Teachers are able to look at the way students learn, rather than at their level of achievement. This analysis can then inform future teaching and learning requirements. This assessment focuses on students’ level of development in the proficiency strands of the mathematics curriculum (understanding, fluency, problem solving and reasoning) and their ability to reflect on, reason, explain, explore and adapt key mathematical concepts.

Contents

  • Assessment of and for Learning: Introduction
  • Grading Guide
  • Curriculum Overview
  • Assessment of and for Learning: The Tests
  • Number and Algebra
    • 1A Place value
    • 1B Mental strategies for addition
    • 1C Mental strategies for subtraction
    • 1D Written strategies for addition and subtraction
    • 1E Skip counting
    • 1F Multiplication and division facts
    • 1G Strategies for multiplication and division
    • 2A Equivalent fractions
    • 2B Fractions on number lines
    • 2C Decimal fractions
    • 3A Money and calculations
    • 4A Number patterns
    • 4B Number stories
  • Measurement and Geometry
    • 5A Length
    • 5B Area
    • 5C Volume and capacity
    • 5D Mass
    • 5E Time
    • 5F Temperature
    • 6A 2D shapes
    • 6B 3D objects
    • 7A Angles
    • 7B Symmetry
    • 7C Scales and maps
  • Statistics and Probability
    • 8A Collecting data
    • 8B Recording data
    • 8C Displaying and interpreting data
    • 8D Chance events
    • 8E Chance experiments
  • From Assessment to Instruction: Teacher Support
  • Answers
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Add to cartView cart

Maths Test Bank Year 5

$22.95
Part 1: Assessment of Learning The assessment of learning is designed to help the teacher (and the student) measure progress towards achievement standards. The aim of this assessment is to find out what a student has learned and to help answer questions such as:
  • Where was the student?
  • Where is the student now?
  • Where does the student need to go to next?
Part 2: Assessment for Learning Assessment for learning differs from assessment of learning because its main focus is inquiry into the learning process. Teachers are able to look at the way students learn, rather than at their level of achievement. This analysis can then inform future teaching and learning requirements. This assessment focuses on students’ level of development in the proficiency strands of the mathematics curriculum (understanding, fluency, problem solving and reasoning) and their ability to reflect on, reason, explain, explore and adapt key mathematical concepts.
Quick View
Add to Wishlist

Maths Test Bank Year 5

$22.95
Part 1: Assessment of Learning The assessment of learning is designed to help the teacher (and the student) measure progress towards achievement standards. The aim of this assessment is to find out what a student has learned and to help answer questions such as:
  • Where was the student?
  • Where is the student now?
  • Where does the student need to go to next?
Part 2: Assessment for Learning Assessment for learning differs from assessment of learning because its main focus is inquiry into the learning process. Teachers are able to look at the way students learn, rather than at their level of achievement. This analysis can then inform future teaching and learning requirements. This assessment focuses on students’ level of development in the proficiency strands of the mathematics curriculum (understanding, fluency, problem solving and reasoning) and their ability to reflect on, reason, explain, explore and adapt key mathematical concepts.
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