Factor Factory and Multiple Mountains

A hands-on, highly visual lesson where 6th-grade students explore the realm of rational numbers. Students use sorting mats, custom cut-out cards, and independent worksheets to classify numbers into nested subsets (Whole, Integers, Rational) and organize them by format and sign.

A hands-on, collaborative lesson where 6th-grade students master the nested relationships of the rational number system. Students explore whole numbers, integers, and rational numbers through an interactive card sort and active station rotation challenge.

A comprehensive math intervention lesson targeting two-step algebraic equations. Features a color-coded step-by-step visual organizer that guides students through undoing addition/subtraction first, followed by multiplication/division to isolate the variable.

A Grade 4 math lesson introducing multiplication of a whole number by a unit fraction using visual models including repeated addition, fraction strips, and number lines.

A highly structured, scaffolded lesson designed to help students master three-digit by three-digit multiplication using color-coded grids, a step-by-step task-analysis checklist, and sequential progress monitoring.

A civic-minded math lesson where students analyze real-world data from the 2022 midterm elections. Students learn to navigate complex infographics using structured reading strategies and tackle data-driven math questions with supportive step-by-step checklists.

A 30-minute interactive math escape room lesson designed for 5th graders to review fractions, decimals, volume, measurement conversions, and coordinate graphing while racing against the clock to unlock 'Summer Break'.

A single-digit multiplication lesson centered around animal counts and habitat scenarios. Students solve word problems using visual representations like arrays, equal groups, and tape diagrams.

A foundational lesson block designed for middle school students to master probability concepts, covering simple events, sample spaces, likelihood, and experimental versus theoretical probability.

A complete outdoor learning experience where students explore mathematical concepts in the natural world. This lesson bundle connects geometry, measurement, estimation, and word problems directly to physical nature finds, followed by an indoor data-analysis session.

A math lesson focused on solving and interpreting 4-digit by 1-digit division word problems with remainders in a mountain climbing theme. Includes task cards, a recording sheet, and a detailed teacher answer guide.

An introductory lesson to understanding what statistics is, exploring the difference between descriptive and inferential statistics, and engaging with data concepts.

A visual, color-coded introduction to mean, median, mode, and range for 6th grade math. This lesson includes comprehensive, highly accessible anchor charts and structured practice guides with checklists and vocabulary focus cards.

A foundational lesson introducing 6th grade statistics concepts including measures of center (mean, median, mode) and variation (range) with visually accessible reference materials.

A sweet, bakery-themed math lesson where students analyze five-digit division problems to identify, explain, and correct common calculation mistakes.

A Grade 4 math lesson built on Building Thinking Classrooms (BTC) principles and thin-slicing. Students use highly progressive tasks at vertical surfaces to discover, identify, and draw lines of symmetry in geometric figures.

Introduces early 3-digit numbers (100-120), visual skip-counting (2s, 5s, 10s) using constellation maps, and ordering cosmic objects to build sequential logic.

Focuses on identifying double-digit numbers (10-99), representing them using ten-frames and printable base-ten icons, and writing numbers in expanded place value charts (tens and ones) with clear physical boundaries.

Covers single-digit subtraction (1-9) with cosmic countdowns, crossing-out stars or rocket fuel cells, embedded touch-points for backwards counting, and structured workspace templates.

Focuses on single-digit addition (1-9) using embedded touch-point numbers, pictorial representations of spaceships and stars, a persistent 1-20 number path, and large guided workspace boxes for physical alignment.

Week 4 is the capstone week where students synthesize their additive and subtractive decimal skills in the context of money. They solve multi-step commercial transactions, balance credit records, and purchase starship upgrades.

Week 3 focuses on partitioning, equivalent fractions, and adding or subtracting fractions with like and unlike denominators. Students practice fair-sharing reactor cores, dividing cargo weight, and mapping stellar orbits using fraction bars.

Week 2 focuses on mastering whole-number regrouping and multi-column carrying in the context of starship cargo inventories. Students use base-10 blocks to bundle ones into tens and tens into hundreds, bridging visual modeling directly to standard vertical algorithms.

Week 4 focuses on standard algorithm decimal addition and subtraction, multi-step problem consolidation, and direct assessment of skills to confirm crew flight readiness.

Week 3 focuses on multi-step additive reasoning, decimal subtraction, and aligning coordinates using star charts and compass tools to plan flight vectors for the fleet.

Week 2 focuses on decimal addition and subtraction with and without regrouping, using visual decimal grids and standard plastic base-10 blocks to represent tenths and hundredths in solar charging grid scenarios.

Week 1 focuses on deepening place value understanding and multi-step addition of decimals and whole numbers in space grid systems. Students practice regrouping tenths and wholes, balancing battery loads, and tracking fuel payload readings.

A data description and analysis lesson based on an active campus litter clean-up day. Students aggregate, analyze, and represent real-world physical clean-up data using statistical measures, dot plots, and histograms.

An intervention lesson on dividing fractions using concrete visual models (fraction bars and circles) to build conceptual understanding before moving to the standard algorithm.

Covers multiplying a 3-digit number by a 3-digit number using the standard algorithm, adding a second layer of place value holder zeros and managing extensive regrouping.