A lesson focused on solving systems of two linear equations using the substitution method, specifically highlighting the distribution of negative values and handling negative results.

A focused assessment on identifying and calculating angle relationships including complementary, supplementary, adjacent, and vertical angles.

A focused quiz assessing student proficiency in solving systems of linear equations using both substitution and elimination methods.

A straightforward lesson on solving systems of linear equations using the two primary algebraic methods: substitution and elimination. Designed for 9th-grade algebra students.

A comprehensive review lesson on polynomial operations including addition, subtraction, box-method multiplication, and division by monomials. Students work in teams to solve 15 challenge problems styled as blueprint calculations.

A comprehensive review of circle geometry for Honors students, covering angle-arc relationships (central, inscribed, interior, and exterior) and segment lengths (chords, secants, and tangents) through technical blueprint-style visuals and complex algebraic applications.

A high-energy review of operations with monomials and polynomials, focusing on addition, subtraction, multiplication, and division through a collaborative arcade-themed challenge.

A high-intensity review session for AP Precalculus Unit 3, covering trigonometric functions, inverse functions, and polar coordinates through a "Radar Tech" thematic lens.

A comprehensive review for Unit 3 of AP Precalculus, focusing on trigonometric and polar functions through reference materials and practice assessments.

A comprehensive introduction to Right Triangle Trigonometry (SOH CAH TOA) aligned with Illinois High School Geometry standards. Students will explore ratios, solve for missing dimensions, and apply trigonometry to real-world surveying scenarios.

A focused lesson on transformations of quadratic and polynomial functions, emphasizing multiple-select assessments and justification of work. Students will analyze how changes in function equations affect their graphical representations.

A comprehensive exploration of circle geometry, focusing on the relationships between tangents, secants, and chords, including segment lengths and angle-arc relationships.

A challenging set of geometry problems focusing on the intricate relationships between tangents, chords, and arc lengths in circles. Designed for 10th-grade students ready for multi-step applications.

A comprehensive lesson on circle geometry focusing on inscribed angles, angles in semicircles, and the properties of inscribed quadrilaterals. Students will learn the relationship between inscribed angles and their intercepted arcs through visual instruction and a set of 10 challenge questions.

A focused lesson on solving systems of linear equations using the substitution method, featuring drill practice and a self-checking maze activity for freshamn algebra students.

A STAAR-aligned scavenger hunt focusing on graphing linear functions, writing equations from multiple representations, and solving linear inequalities. Students solve problems at various stations to find their next destination, reinforcing key attributes and solution sets.

A collection of statistics activities themed around Garfield the cat, covering data collection, central tendency, and probability for students working with functional math and decimals.

A comprehensive guide to graphing linear equations, including plotting points, finding intercepts and slope, and solving systems of equations. Students will master the coordinate plane through technical drawing and architectural-themed challenges.

Explore the mesmerizing world of fractals where art meets mathematics. Students investigate recursive patterns, self-similarity, and the mind-bending paradox of infinite perimeters within finite spaces.

This lesson explores the properties of chords in circles, focusing on congruent chords, perpendicular bisectors, and the relationship between chords and their arcs. Students will master the vocabulary through visual aids and practice activities.

This lesson covers the four types of geometric transformations: translations, reflections, rotations, and dilations. Students will learn to perform these transformations on a coordinate plane, describe them using algebraic notation, and distinguish between congruent and similar figures.

A comprehensive lesson on solving multi-step equations with variables on both sides, featuring a mystical 'Equation Alchemists' theme. Students learn to master distribution, combining like terms, and handling variables on both sides of the equal sign.

A high-intensity STAAR review focusing on quadratic, exponential, logarithmic, and rational functions using AVID WICOR strategies. Students build a comprehensive field guide and engage in collaborative problem-solving to master function behavior and transformations.

A comprehensive AVID-style lesson comparing linear and quadratic functions through inquiry-based algebraic methods and Cornell Note-taking.

Exploring growth and decay models through inquiry, helping students distinguish between linear and exponential relationships in word problems.

An investigation into quadratic functions in vertex form, focusing on how transformations affect the graph and how to model real-world paths.

Students analyze real-world scenarios to interpret the meaning of slope and y-intercepts while solving complex multi-step word problems using collaborative inquiry.

A lesson focused on identifying and calculating the measures of minor arcs, major arcs, and semicircles using the Arc Addition Postulate.

Students apply conditional probability and compound event analysis to understand the survival dynamics of species in vernal pools, bridging biology and statistical reasoning.

A beginner statistics lesson themed around Equestria Girls, focusing on mean, median, mode, range, and basic probability with highly visual step-by-step guides.

This lesson focuses on simplifying trigonometric expressions using fundamental identities: reciprocal, odd-even, Pythagorean, and cofunction. It provides scaffolded practice transitioning from basic one-step simplifications to more complex algebraic manipulations.

A comprehensive review of Algebra 1 Quadratic functions designed as a Jeopardy-style task card game to prepare students for the STAAR exam. Topics include graph attributes, domain and range, factoring, and finding solutions.

A comprehensive review of Algebra 1 Quadratic Function TEKS (A.6-A.8) designed as an engaging escape room challenge. Students solve puzzles related to attributes, transformations, and equations to 'unlock' a digital or physical vault.

A comprehensive lesson on simplifying numeric expressions with rational exponents, transitioning from basic radical conversions to complex multi-step simplifications. This lesson aligns with Texas Algebra II standards for radical and exponential equivalency.

A focused lesson on mastering rational exponents, covering conversion between forms, simplification using the Power of a Power rule, handling negative exponents, and solving radical equations.

A high-level performance task involving nested right triangles and surveying applications to challenge advanced geometry students.

An interdisciplinary STEM challenge where 11th and 12th-grade students use exponential growth models and systems of equations to design a self-sustaining Mars colony, calculating metabolic and resource requirements.

An interdisciplinary challenge for 11th and 12th-grade students to model the mathematical and biological requirements for a self-sustaining Mars colony using exponential growth and systems of equations.

A lesson exploring the practical applications of the Pythagorean Theorem in real-world scenarios, from construction to technology. Students will bridge theoretical geometry with everyday observations through guided practice and independent problem-solving.