A comprehensive bell-ringer series designed to boost student confidence in solving, graphing, and applying quadratic equations for standardized tests.

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 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.

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.