TASN Autism and Tertiary Behavior Supports (ATBS)

Events

Boot Camp: Intensive Training on ABA & Verbal Behavior Programming - Wellington
December 03, 2024 at 8:00 am - December 05, 2024 at 4:00 pm
Boot Camp: Intensive Training on ABA & Verbal Behavior Programming - Topeka
December 03, 2024 at 8:00 am - December 05, 2024 at 4:00 pm

Math

Overview

Resources to support instruction in math.

Articles

  • Subitizing: What is it? Why Teach it?
    • Is the concept of subitizing new to you? Understand the concept but not sure how to include it in instruction? Math expert Clements explains its importance and provides ideas for supporting this concept. 

Websites

  • Math Daily 3 Essential Elements
    • Math Daily provides a framework for providing math instruction. Understand, prepare, teach, and support are the elements eseential to this framework. A powerful self-assessment supports teachers, administrations, and instructional coaches.
  • Multisensory Math
    • Multisensory math is exactly what it appears to be, using as many sensory areas as possible when learning a new concept. The path to automaticity is strengthened when many neural connections are made. The student may hear the teacher's voice or his/ her own, as the visual component is engaged, as the hands are manipulating objects. When the hands are engaged, so is attention. Multiple sensory inputs create stronger associations for learning and memory.

Videos/Webinars

  • ASD & Numeracy: Part 1 of 2: Task Analysis Supporting Students with Autism in Math
    • Math can be difficult for students with autism. Using his expertise in math instruction, Ewart applies a formal process of task analysis to math concepts in this Tri-State Webinar. He shares strategies for identifying valid learning objectives, breaking them into small parts, and then using task analysis as an assessment tool.
  • ASD & Numeracy: Part 2 of 2: Making Math Meaningful
    • In the second of this two part Tri-State Webinar, Ewart provides strategies for making math topics meaningful for students. Discussion includes differentiating between a skill and a concept, and identifying multiple ways to provide meaning to math objectives.

 

 

 

 

 

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