STAMS Plus Mixed Pack Teacher Guides D-H
STAMS Plus Mixed Pack Teacher Guides D-H
SKU:CA12911
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Strategies to Achieve Mathematics Success provides students with explicit instruction of 16 maths topics, which cover both concepts and skills, that have been identified as the most important instructional goals for each year level.
While the lessons introduced in the STAMS Plus student book do not require teacher instruction, students learn best when guided by a knowledgeable, supportive teacher. The STAMS Plus teacher guide provides teachers with a solid framework to promote understanding in their students, with step-by-step instructions on how to best teach the strategy. The beginning of each lesson also includes in-depth information on the mathematical background of the concept or skill being addressed, as well as definitions of any new terms used. Teacher supports that are featured in each lesson of the STAMS Plus teacher guide include:
- Tip - provides on-the-spot information the teacher can use to build students' understanding of the concept or skill
- EAL/D Support - targets at point-of-use a language issue that may be affecting English as an
- Additional Language or Dialect students' ability to understand the maths
- Error Alert - Addresses common errors or misconceptions that lead students to an incorrect answer
- Answer Analysis - explains why the answer is correct and identifies the types of errors students commonly make in choosing incorrect answer choices
Each lesson in the 2013 Australian edition of CAMS Plus and STAMS Plus has been aligned with corresponding Australian Curriculum content descriptions. A grid listing these content descriptions and the relevant lessons they align to can be found on page 24 of the teacher guide.
This mixed set includes:
- 1 x STAMS Plus Level D Teacher Guide
- 1 x STAMS Plus Level E Teacher Guide
- 1 x STAMS Plus Level F Teacher Guide
- 1 x STAMS Plus Level G Teacher Guide
- 1 x STAMS Plus Level H Teacher Guide
*Disclaimer: All images shown are for illustration purposes only and may not be an exact representation of the product.