A concise exploration of cyclic quadrilaterals, focusing on the essential theorems and formulas governing four-sided shapes inscribed within circles.

A high-energy review of Box and Whisker plots, focusing on the five-number summary, IQR, and data interpretation for students who have already been introduced to the concept.

A statistics lesson for 7th-8th graders exploring measures of center and variation through the lens of the sneaker resale market. Students analyze pricing data from platforms to calculate mean, median, mode, and range to predict future market trends.

A comprehensive lesson on solving logarithmic equations by converting them to exponential form. Includes guided notes, a visual slide deck, and a complete answer key.

A comprehensive introduction to logarithmic and exponential equations, focusing on form conversion, logarithmic properties, and natural logs using a 'Cipher Lab' theme.

Students take on the role of event planners to organize a classroom pizza party. They must navigate a $100 budget, compare unit prices for the best deals, and calculate Arizona sales tax to ensure they stay within their financial limits.

An introductory lesson on logarithmic functions, covering conversion between forms, evaluating basic logs, natural logarithms with 'e', and the fundamental properties of logs.

A foundational lesson on plotting points in all four quadrants, specifically designed with scaffolds for students with IEPs. Students will create four different images: a house, an emoji, a pumpkin, and a letter.

A comprehensive math assessment covering middle-grade concepts including algebraic expressions, numerical operations, fractions, decimals, and geometry. This lesson focuses on evaluating student proficiency across RIT 211-220 criteria through a structured quiz and detailed answer key.

A lesson focused on graphing two linear equations on the same coordinate plane to compare growth trends over time. Students will identify starting points, rates of growth, and points of intersection.

Students apply geometry and arithmetic to design a sustainable school garden, calculating area for planting beds and managing a $500 budget for soil and seeds.

A 45-minute Algebra lesson for 9th-grade IEP students focused on writing simple and compound linear inequalities. This North Star Academy-style lesson uses visual aids and structured scaffolds to help students translate verbal scenarios into mathematical boundaries.

A comprehensive lesson on plotting and identifying points in all four quadrants of the coordinate plane, using a nautical navigation theme to make the abstract concept concrete.

A comprehensive lesson on finding GCF and LCM using factor trees and lists, set in a 'Number Lab' technical theme. Students will master prime factorization and apply it to find common factors and multiples.

A Project-Based Learning unit where students act as muralists, using dilations and scale factors to transform small sketches into large-scale urban art. Students master coordinate transformations and geometric similarity through hands-on design.

Students apply their indirect measurement skills to a real-world object, calculate scale factors, and construct a precision scale model of their chosen structure.

Students learn the mathematical principles of similarity and the shadow method for indirect measurement through guided practice and outdoor exploration.

A comprehensive geometry project where students explore similarity through scale modeling, outdoor shadow measurement, and artistic dilations. This lesson integrates hands-on construction with real-world mathematical applications.

A comprehensive introduction to the Real Number System, focusing on distinguishing between rational and irrational numbers through the lens of a Western frontier theme. Students will learn to categorize numbers, understand decimal expansions, and locate values on a number line.

A comprehensive lesson exploring the differences between rational and irrational numbers through a scientific 'Number Lab' lens, featuring interactive classification activities and guided note-taking.

A foundational lesson introducing quadratic equations in standard form and solving them using the square root property and factoring. Students will build a 'blueprint' for understanding these U-shaped functions.

A lesson focused on finding the Greatest Common Factor (GCF) and Least Common Multiple (LCM) using the prime factorization method. Students will use factor trees to decompose numbers and apply these concepts to solve real-world problems.

A lesson exploring the relationships between supplementary, adjacent, and vertically opposite angles through geometric visualization and algebraic problem-solving. Students move from basic identification to solving complex multi-step equations based on geometric properties.

This lesson introduces students to the converse of the Pythagorean Theorem, empowering them to use mathematical evidence to determine if a triangle contains a perfect right angle.

A lesson introducing Year 8 students to algebraic patterns using visual matchstick sequences, focusing on generating rules and expressions.

A foundational lesson on classifying real numbers into rational and irrational categories using definitions, visual models, and practice scenarios.

A lesson introducing the Converse of the Pythagorean Theorem, focusing on using the formula to determine if a triangle is a right triangle through a 'Yes/No' proof process. Students will apply the theorem to various side lengths in a construction-themed context.

A lesson exploring the Converse of the Pythagorean Theorem, teaching students how to classify triangles as right, acute, or obtuse based on side lengths.

A lesson exploring the Converse of the Pythagorean Theorem to prove right angles and classify triangles as acute, obtuse, or right based on side lengths.

A foundational exploration of the real number system, focusing on the distinct characteristics of rational and irrational numbers through the metaphor of a structured 'Number Neighborhood'.

A foundational lesson on the Real Number System, focusing on classifying rational and irrational numbers through visual hierarchies and real-world examples.

A lesson focusing on the classification of real numbers, specifically distinguishing between rational and irrational numbers through visual mapping and examples.

A high school geometry project where students design a sustainable circular city hub, applying circle theorems, area/circumference calculations, and tangent properties to architectural design.