An engaging, active scavenger hunt that reviews critical 4th-grade Ohio math standards. Students solve real-world operations, fractions, and measurement problems hidden in key locations around the school.
A high-energy, sprint-style division fluency sequence featuring four levels of mixed division facts from 1 to 10. Designed with a clean, dual-column timed test strip format to optimize student completion and quick grading.
An active, hands-on classroom scavenger hunt where 5th-grade students search for hidden geometric angle cards and use protractors to measure and classify them. Includes a comprehensive lesson plan, anchor chart reference, printable hunt cards, a student recording sheet, and a teacher answer key.
An active, hands-on geometry lesson where students become 'Angle Detectives,' exploring their classroom environment to identify, estimate, and measure real-world angles using protractors. This bundle contains interactive presentation slides, a hands-on scavenger hunt activity, and a quick exit ticket.
A comprehensive guided lesson on adding and subtracting fractions with unlike denominators, emphasizing physical and visual fraction bar models to build conceptual equivalence.
A comprehensive math review lesson designed as an interactive slideshow quest. Covers multiplication, division, fractions, multi-digit addition/subtraction, word problems, measurement, area, and perimeter.
A targeted instructional lesson on 2-digit by 2-digit multiplication with regrouping. It uses consistent color-coding, grid alignment guides, regrouping boxes, and a self-talk checklist to scaffold student learning from guided presentation to independent practice.
A lesson focused on halving fractions using visual pizza slice and tape models. Includes color-coded sections to scaffold students' understanding of dividing fractions in half.
An introductory unit on three-dimensional geometry, focusing on polyhedrons, their components, and shape classification.
A lessons focused on mastering the 'Big 7' partial quotients division strategy. It highlights how to divide multi-digit numbers by chunking, keeping track of partial quotients, and understanding and interpreting remainders with real-world context.
A targeted lesson designed to help students analyze word problems, identify the underlying action or relationship (joining, separating, grouping, or sharing), and translate them into correct number sentences across all four basic operations.
Weeks 16-20 (Sessions 31-40) focusing on advanced problem solving, error analysis, self-regulation checklists for 80% accuracy, and the Session 36 Progress Monitoring milestone.
Weeks 11-15 (Sessions 21-30) focusing on multi-step addition and subtraction word problems (sums/differences 50-100) using visual schemas and Session 27 Progress Monitoring.
Weeks 6-10 (Sessions 11-20) focusing on introducing bar models and tape diagrams to represent addition and subtraction word problems within 100, plus Session 18 Progress Monitoring.
Weeks 1-5 (Sessions 1-10) focusing on 3-digit place value foundations, base-ten visual modeling, and single-step operations. Includes the Session 9 Progress Monitoring milestone.
Première séance d'introduction à la proportionnalité. À travers des situations concrètes de fabrication d'objets dans un jeu vidéo, les élèves construisent le concept de proportionnalité, découvrent les notions de linéarité additive et multiplicative, ainsi que le passage par l'unité.
An assessment on solving multi-step word problems using all four operations. Includes a graphic-organizer-based student worksheet and a detailed teacher answer key with worked solutions.
A mathematics lesson focused on breaking down and solving two-step mixed operation word problems. Students use structured graphic organizers themed around carnival ticket purchases, ride costs, and prize booths to master multi-step problem solving.
A comprehensive lesson on identifying and understanding US coins and bills, their values, and their key visual features.
A visual, interactive math lesson focusing on converting mixed numbers to improper fractions. Students use concrete visual models including fraction circles and fraction tiles to understand how wholes are cut into fractional parts.