An exploration of geometric growth and the power of incremental habits for grades 7-12, combining mathematical modeling with behavioral science.

A focused assessment and practice module on right-triangle trigonometry, specifically covering the concepts of elevation and depression through architectural and surveying contexts.

A comprehensive geometry lesson on angles of elevation and depression, ranging from basic trigonometry to complex algebraic applications. Students will master identifying, labeling, and solving for angles and distances in real-world scenarios.

A comprehensive lesson introducing 45-45-90 and 30-60-90 triangles through the lens of architectural drafting and technical blueprints.

A professional development resource for educators to explore and implement alternative teaching models when traditional math instruction isn't reaching every student. This lesson provides frameworks for co-teaching, math workshops, and targeted interventions.

A fast-paced review lesson on simplifying algebraic expressions using the distributive property and combining like terms, featuring a tiered 'Level Up' activity for differentiation.

Este recurso ayuda a los estudiantes a comprender y aplicar el Teorema del Ángulo Exterior de los Triángulos. Incluye definiciones guiadas, una actividad de exploración y problemas de práctica con variables algebraicas.

A high-energy, visual jeopardy-style game designed for IEP students to master identifying, graphing, and writing inequalities. The lesson focuses on clear visual cues and step-by-step logic.

A focused practice session on simplifying radicals and rationalizing denominators, designed to prepare students for the Algebra 2 Topics 7-8 Assessment.

A lesson exploring standard deviation through social media analytics, focusing on how 'consistency' and 'volatility' are measured in the digital world. Students will interpret data spread to make marketing decisions without complex manual calculations.

This prep lesson bridges previously mastered linear equation concepts with newer topics like scatter plots, correlation, and linear inequalities. Students will synthesize modeling techniques and algebraic conversions to prepare for the cumulative unit test.

This lesson provides a comprehensive review and assessment of linear equations, covering function identification, standard form conversions, and the properties of parallel and perpendicular lines. Students will engage in guided practice, independent modeling, and summative evaluation to master linear relationships.

A lesson focused on adding and subtracting polynomials with a specific emphasis on the distributive property when handling subtraction and negative signs. Students will practice horizontal and vertical methods to combine like terms.

A geometry lesson exploring the mathematical challenges of representing a 3D sphere on a 2D plane through map projections, featuring a hands-on orange-peeling activity to demonstrate surface area distortion.

A geometry-focused exploration of map projections, exploring how surface area and spherical geometry lead to unavoidable distortion when flattening a 3D world into 2D maps. Students use the 'orange peel' method to visualize Gaussian curvature and distortion.

A comprehensive guide to mastering operations with rational expressions, including factoring foundations and step-by-step procedures for arithmetic operations.

A lesson exploring the mathematics of exponential growth and decay through real-world scenarios, focusing on formula mastery and percentage-to-decimal conversion.

A comprehensive 40-minute lesson on finding the Greatest Common Factor (GCF) using the ladder method, covering both numerical and algebraic expressions.

A hands-on investigation into scatter plots, lines of best fit, and identifying outliers using real-world scenarios like test scores and plant growth.

A fast-paced exploration of exponential growth and decay through abstract equations and real-world financial scenarios. Students practice graphing curves and calculating data points to visualize rapid change.

A lesson on understanding and drawing lines of best fit (trend lines) on scatter plots to identify data patterns and make predictions.

An introductory lesson on the Pythagorean Theorem, focusing on identifying triangle parts and performing basic calculations for the hypotenuse and legs.