Math by Modules

This resource offers a substantial, in-depth approach to factoring polynomials. In particular, this set of guided notes (with 29 scaffolded practice problems and a full answer key) covers the following topics: - Intro to factoring polynomials (e.g. key terms) - Factoring polynomials in standard form where a = 1 - Factoring polynomials in standard form where a > 1 - Factoring differences of squares - Factoring sums and differences of cubes - Factoring other cases of polynomials (e.g. partial

This resource provides a rigorous, in-depth framework for understanding compositions and operations of functions. In particular, this set of guided notes (with 18 practice problems and a full answer key) covers the following topics: - Basics of compositions of functions (notation, real-world applications, etc.) - Evaluating compositions of functions using tables of coordinate points - Composing functions algebraically (e.g. using given equations) - Evaluating compositions of functions using grap

This set of guided notes (with practice problems) provides a comprehensive overview to inverse functions, particularly in the following areas: - Basics of inverse functions - Evaluating inverse functions using tables of coordinate points - Finding inverse functions algebraically - Finding inverse functions by graphing If you enjoy my resources, please consider following me to keep up with all things algebra, geometry, and precalculus! The banner and font in the thumbnail were provided by Krista

This set of guided notes (with 20 practice problems) offers a rigorous, in-depth approach to exponential and logarithmic functions, primarily in the following areas: - Basics of exponential and logarithmic functions (e.g. notation, real-world applications, etc.) - Converting between exponential and logarithmic equations - Solving exponential and logarithmic equations algebraically - Solving algebraic problems involving exponential growth and decay If you enjoy my resources, please consider follo

This resource provides a comprehensive, in-depth approach to solving systems of linear equations. The resource contains: - A full set of guided notes (with answers), designed to last for 2-3 weeks of instruction - 34 scaffolded practice problems to supplement each section of notes - A full guide to solving systems of linear equations through all 4 key methods (substitution, graphing, elimination, and matrices) - A detailed, step-by-step set of calculator instructions to solve systems of equation