A focused sequence on finding the inverse of logarithmic functions using algebraic switching, featuring a high-tech 'Log Decoder' theme.

A comprehensive final project for high school math, integrating linear equations, systems, sequences, data analysis, and polynomials through three real-world career paths. Includes scaffolded 'Skill Missions' to prepare students for the final choice-based project.

A diverse collection of resources spanning high-level mathematics and early literacy, providing targeted practice for trigonometric derivatives and foundational letter formation.

A comprehensive assessment sequence focused on consumer mathematics, linear equations, and systems of equations through the lens of real-world scenarios like business comparisons and service fees.

A 5-lesson Algebra series focused on linear inequalities and systems of equations, designed for 9th-grade special education students with scaffolded instruction, visual aids, and scripted teacher guidance.

A comprehensive 2.5-week unit on business mathematics focusing on compensation structures, including hourly wages, overtime, timecards, piecework, piecewise pay functions, and commission, with integrated numeracy reviews.

A collection of lessons exploring mathematical concepts through pop-culture themes to engage students with diverse learning needs.

A comprehensive 2.5-week introductory unit for Business Math focusing on decimal, fraction, and percentage operations, algebraic solving, and payroll management. This unit aligns with Indiana BMH standards (1.1, 5.1-5.3, 10.1-10.5), preparing students for practical financial applications through 70-minute instructional blocks.

A Unit 8 Algebra sequence for 9th-grade IEP students, covering systems of linear equations. Includes graphing (8.1), substitution (8.2), and elimination (8.3) methods with high visual scaffolding, 60-minute lesson plans, and comprehensive student packets.

A problem-based learning unit exploring the mathematics of circles and arcs through the lenses of satellite technology and landscape architecture. Students apply arc length and sector area formulas to solve real-world design and engineering challenges.

A project-based unit where students use indirect measurement (shadow reckoning) to determine the height of tall objects and then build accurate scale models of those structures.

A comprehensive unit on solid geometry, exploring the properties, surface areas, and constructions of various three-dimensional shapes.

A sequence focused on exponential growth models through the lens of agricultural yields, specifically tracking the population growth of peppers from a single fruit.

A comprehensive project-based learning unit where students apply trigonometric ratios to measure the heights of local landmarks and create intricate geometric art based on mathematical proportions.

A geometric exploration of similar triangles, focusing on identification criteria and real-world applications of scale factors and proportions.

A real-world project where students use linear functions to model earnings from a summer job and manage a budget to reach a savings goal. Students will define variables, write equations, create tables, and graph their financial progress.

A comprehensive progression through descriptive statistics, from foundational calculations to high-school level analytical applications, including outlier effects and algebraic problem-solving.

A four-day unit for high school essential skills students focused on identifying and creating symmetry in geometric shapes and everyday objects through hands-on activities and visual supports.

A series of algebra and geometry foundation lessons designed with a technical blueprint aesthetic, focusing on precision, organized computation, and visual clarity in mathematical steps.

Unité d'apprentissage complète sur les statistiques à une variable appliquée au contexte professionnel GATL (Gestion-Administration, Transport, Logistique), couvrant la collecte, l'organisation, la représentation et l'usage du tableur.

An exploration of geometric congruence, coordinate geometry, and the formal logic required for mathematical proofs.

A comprehensive unit on literal equations and formula manipulation, focusing on using inverse operations to rearrange variables in geometry and physics contexts.