An introductory lesson covering the building blocks of geometry: points, lines, planes, rays, segments, and angles.

A focused review of Ratios and Proportions, The Number System, and Expressions and Equations through fluency practice, vocabulary building, and state-style questions.

A lesson focusing on the Triangle Inequality Theorem, teaching students how to determine if three given side lengths can form a valid triangle.

The third packet in the test prep series, highlighting Geometry and Statistics/Probability within a full-spectrum review of 7th grade math requirements.

The second packet in the test prep series, with an emphasis on Expressions, Equations, and Inequalities, alongside a balanced distribution of other 7th grade standards.

The first packet in the test prep series, focusing on Ratio and Proportional Relationships and the Number System, while maintaining a representative mix of all 7th grade domains.

A hands-on geometry lesson where students act as structural engineers to discover the Triangle Inequality Theorem through sorting and investigation.

A fun, carnival-themed lesson introducing students to likelihood, theoretical probability, and experimental probability using simplified language and hands-on examples.

Students act as architects to verify the structural integrity of triangular designs using the Triangle Inequality Theorem. They perform numeric checks, analyze visual models, and solve word problems to determine if three side lengths can form a valid triangle.

A statistics lesson themed around Courage the Cowardly Dog, covering central tendency, dot plots, and probability.

A targeted assessment lesson focusing on applying one-step multiplication and division equations to solve real-world problems.

Explores 8th-grade concepts like slope as a fraction (rise over run) and identifying rational vs. irrational numbers in structural engineering.

Covers 7th-grade topics including complex fractions, unit rates, and scaling designs for construction projects.

Focuses on 6th-grade fraction operations (addition, subtraction, multiplication, division) through the lens of foundational construction measurements.

A lesson on multiplying and dividing fractions with unlike denominators, themed around an alchemy lab where students brew potions using mathematical formulas.

A focused lesson on solving one-step equations using inverse operations with addition, subtraction, multiplication, and division. Students will apply their skills to solve a riddle, reinforcing the concept of isolating variables.

A lesson focused on using random sampling to make valid inferences about populations, including identifying bias and performing calculations.

A comprehensive lesson covering the area of trapezoids, surface area of rectangular prisms and cubes, and the volume of triangular prisms using a technical blueprint aesthetic.

A comprehensive lesson on geometric transformations including translations, reflections, and rotations through guided notes, coordinate plane practice, and assessment.

A lesson teaching students how to convert between US customary and metric measurement systems using a simplified 'Bridge Number' method. Includes anchor charts for both directions of conversion.

A comprehensive lesson focused on NC.6.EE.1 and NC.6.EE.2, specifically designed for students with IEPs. The lesson uses a 'Blueprint Builders' theme to provide visual structure for exponents and algebraic expressions, breaking down complex concepts into manageable steps with heavy scaffolding for calculations.

A comprehensive lesson on solving one-step addition and multiplication equations using visual models like balance scales, tape diagrams, and algebra tiles, specifically designed for 6th-grade students.

A comprehensive lesson on solving one-step equations involving non-negative rational numbers, featuring a secret agent tactical theme. Includes guided notes, extensive practice, and an EOG-style assessment.

A collection of visual aids and tools to help students master unit conversions across Customary and Metric systems using various mnemonic strategies.

A mixed-skills lesson designed to review unit rates, integer addition/subtraction, two-step equations, and circle properties through interactive instruction and high-stakes practice.

A foundational geometry lesson on the Triangle Inequality Theorem, using a construction theme to help students visualize how side lengths interact. Students use guided notes and a hands-on sorting activity to master the rule that the sum of the two shorter sides must be greater than the longest side.

In this lesson, students explore the fundamental properties of triangles based on their side lengths. They will learn to classify triangles as equilateral, isosceles, or scalene and master the Triangle Inequality Theorem to determine if any three side lengths can actually form a closed triangle.

A focused lesson on solving one-step addition and subtraction equations using a variety of number types including whole numbers, decimals, and fractions.

A comprehensive hands-on project where students become 'Stat Sleuths' to collect real-world data, calculate central tendencies, and present their findings through an interactive lapbook and poster.

A high-energy statistics lesson featuring the Teen Titans, covering mean, median, mode, range, frequency tables, and probability through Jump City scenarios.

A lesson focused on breaking down unit rate word problems using a guided graphic organizer to support students with diverse learning needs.

A comprehensive lesson on adding, subtracting, multiplying, and dividing decimals through step-by-step procedures and guided practice.

A second math investigation focusing on equations, inequalities, and rational numbers on the coordinate plane. Students continue their role as detectives to solve more complex mathematical 'crimes'.

A math investigation focused on identifying, explaining, and correcting common errors in fraction division, unit rates, and algebraic expressions.

In this hands-on statistics lesson, students conduct a 'census' of their classroom's footwear, then use the resulting data to calculate and interpret measures of center and variability. By connecting abstract concepts like mean, median, and range to their own style choices, students develop a deeper understanding of how data represents real-world populations.