AUMELBAS282

Mathology Little Books - Geometry: What Was Here? (6 Pack with Teacher's Guide)

Lyn Vause

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Mathology Little Books - Geometry: What Was Here? (6 Pack with Teacher's Guide)

By Lyn Vause
$61.95
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Overview
Author
Lyn Vause
Edition
1st
ISBN
9780655795025
Published Date
28/02/2020
How did the family's camping gear disappear? Follow Layla and Theo as they find clues to solve the mystery.

This pack contains:
  • 6 copies of the Mathology Little Book - What Was Here?
  • 1 copy of the corresponding Teacher's Guide.
What Was Here? is 16 pages in length and suited for the year 1 Australian year level. The Teacher's Guide is 32 pages in length.

The Teacher Guides provide scaffolded, hands-on activities with concrete materials, with no need for workbooks or worksheets. There are also downloadable Line Master resources for each Mathology Little Book which can be accessed via Pearson Places.

Strand: Geometry
Big Maths Idea: Shapes and solids can be explored and compared based on attributes
Key Maths Focus: Find and describe shapes and solids. Explore and classify shapes and solids.
Pack items

More Mathology Geometry resources

eBooks and audio, via a QR code

Mathology Little Books are also available as eBooks which include audio and an interactive activity.

The eBooks are accessible via a QR code on the back of each book without the need for a student to sign in. They can be used by the teacher to read aloud to a classroom or accessed easily by students and parents at home.

The in-built audio ensures students can engage with the story and maths concepts regardless of their reading ability. It also supports the use of books in learning groups without regular teacher involvement.

 

 

 

Pearson Mathology F-2 is a flexible, research-based maths resource for teachers to help engage students, differentiate lessons and conduct effective formative assessment.

 

  • Focused on learning by doing
  • Engaging hands-on activities
  • Ongoing formative assessment and differentiation
  • Based on an underlying mathematics learning progression