This document explains how to set off-level academic goals for students performing below grade level, using curriculum-based measurement (CBM) to establish baselines and monitor progress. It also includes case examples, such as…
This webinar presents a mock IEP meeting for Sekeriye, a second-grade student with profound hearing loss. The meeting includes Sekeriye's mom, a school administrator, a Somali interpreter, a classroom teacher, a special…
Metacognitive strategies enable students to become aware of how they think when solving mathematics problems. In this video from our High-Quality Mathematics Instruction: What Teachers Should Know Module, a young student uses…
This video demonstrates explicit, systematic instruction in an elementary math class. The teacher models how to add one-digit numbers by drawing pictures, guides students through practice problems, and monitors their progress. Students…
Starts at 4:55. The video by Michelle, also known as "The Ignited Teacher," focuses on scaffolding math strategies for Tier 2 students to improve their classroom management and student outcomes. She emphasizes…
The video features Craig Barton discussing effective strategies for teaching concepts using examples and non-examples. He shares his journey from initially using definitions and single examples to realizing the importance of showing…
The video explains the concept of flexible groupings in the classroom, particularly for math and literacy centers. Flexible grouping involves organizing students into groups based on specific skill needs rather than general…
The NGSS call for a balance of engaging hands-on activities, immersive digital simulations, comprehensive reading and writing activities, and lively classroom discussions to help students make the shift from learning about to…
Pages 51-55. Regularly include timed activities as one way to build students’ fluency in mathematics
Pages 40-50. Provide deliberate instruction on word problems to deepen students’ mathematical understanding and support their capacity to apply mathematical ideas.
Pages 29-39. Use the number line to facilitate the learning of mathematical concepts and procedures, build understanding of grade-level material, and prepare students for advanced mathematics.
Pages 21-28. Use a well-chosen set of concrete and semi-concrete representations to support students’ learning of mathematical concepts and procedures.
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