Math by Modules

This resource provides a thorough, in-depth framework for working with arithmetic and geometric sequences. In particular, this set of guided notes (with several carefully scaffolded practice problems and a full answer key) covers the following topics: - Basics of sequences (notation, formatting, etc.) - Arithmetic sequences (common difference, evaluating and deriving recursive and non-recursive formulas for the nth term) - Geometric sequences (common ratio, evaluating and deriving recursive and

This resource provides a comprehensive, in-depth framework for simplifying radical expressions and equations. In particular, this set of guided notes (with several practice problems and a full answer key) covers the following topics: - Basics of radicals (notation, key terms, perfect squares, etc.) - Simplifying radical expressions containing strictly numbers, strictly variables, and some combination of the two - Solving algebraic equations involving radicals, containing numeric and/or variable

This set of fill-in-the-blank notes offers an in-depth guide to performing linear regressions. Specifically, this resource covers the following topics: - Introduction to linear regressions (e.g. conceptual overview, real-world applications, positive vs. negative vs. no correlation) - Step-by-step guides to completing linear regressions on TI-84 Plus family calculators, as well as the Desmos graphing calculator feature - A full, step-by-step answer key for each practice problem throughout the not

This resource contains a set of 24 carefully scaffolded task cards that require students to solve multi-step equations and inequalities (in one variable), along with a recording sheet and answer key. Specifically, this set of task cards includes exercises for the following types of problems: - Two-step equations (3 cards) - Multi-step equations that use the distributive property (3 cards) - Multi-step equations that contain variables on both sides (3 cards) - Multi-step equations using DP and va

This set of guided notes offers a comprehensive approach to solving multi-step equations and inequalities. Specifically, this resource (with 13 multi-part practice problems and a full answer key) covers the following topics: - Introduction to multi-step equations and inequalities (re-arranging algebraic equations, inequality notation, interval notation, plotting solutions on a number line, etc.) - Solving various types of multi-step equations and inequalities (two-step equations and inequalities

This set of guided notes provides a rigorous, in-depth approach to the fundamentals of algebra and serves as a strong introductory unit for any Algebra 1 course. Specifically, this resource (with 16 multi-part practice problems and a full answer key) covers the following topics: - Introduction to fundamentals of algebra (e.g. basic operations) - Order of operations - Properties of arithmetic (commutative, associative, distributive) - Combining like terms - One-step equations - One-step inequalit

This set of 32 sort & match cards (16 pairs total) requires students to identify whether each given relation is a function, as well as specify each relation's domain and range. In particular, this set includes: - Relations shown on a graph; discrete and continuous (10 pairs) - Relations shown on a mapping diagram (2 pairs) - Relations given as a set of ordered pairs (2 pairs) - Relations given as a table of coordinate points (2 pairs) If you enjoy my resources, please consider following me and

This set of 32 sort & match cards (16 pairs total) requires students to identify the graphs corresponding to each given quadratic function. In particular, students will be asked to pair each function to its matching graph, given the following: - Quadratic functions in standard form (6 pairs) - Quadratic functions in vertex form (6 pairs) - Quadratic functions in factored form (4 pairs) If you enjoy my resources, please consider following me and leaving a review! The banner and border image in

This set of guided notes provides an in-depth approach toward understanding the laws of exponents. In particular, this resource contains the following: - A full set of fill-in-the-blank notes, designed to last for 1-2 weeks of instruction - Several multi-part, scaffolded practice problems (39 individual problems) to supplement each section of notes - An introduction to properties of exponents (e.g. key terms) - 8 sections devoted to each individual exponent rule (zero power, negative exponent, p

This resource contains a set of 24 task cards involving calculating the slope of linear functions, along with an answer sheet and step-by-step solutions for each problem. This set of task cards requires students to calculate the slope of linear functions, given the following information: - A graph of the linear function (5 cards) - A table of coordinate points (5 cards) - 2 ordered pairs (5 cards) - The function's equation in slope-intercept form (3 cards) - The function's equation in point-slop

If you enjoy my resources, please consider following me and leaving a review! The banner in the thumbnail (as well as the border image used throughout the activity) was provided by Krista Wallden (Creative Clips) whose store is at the following link: https://www.teacherspayteachers.com/Store/Krista-Wallden-Creative-ClipsThis resource contains a set of 24 task cards involving solving quadratic equations, along with an answer sheet and step-by-step solutions for each problem. This set of task card

This set of guided notes offers a comprehensive approach to working with relations and functions. Specifically, this resource (with 12 multi-part practice problems and a full answer key) covers the following topics: - Basics of relations and functions (e.g. similarities and differences, domain, range, etc.) - Determining whether or not a relation is a function given: (1) a graph, (2) a set of ordered pairs, (3) a table of coordinates, and (4) a mapping diagram. If you enjoy my resources, please

This set of guided notes provides a thorough, in-depth approach to working with quadratic functions, as well as solving quadratic equations. In particular, this resource contains the following: - A full set of fill-in-the-blank notes, designed to last for 2-3 weeks of instruction - 29 scaffolded practice problems to supplement each section of notes - An introduction to quadratic functions (e.g. focus, directrix, axis of symmetry) - A full guide to solving quadratic equations through all 3 key me

This resource contains a set of 32 task cards involving factoring polynomials, along with an answer sheet and full, step-by-step solutions for each problem. This set of task cards addresses the following topics: - Factoring polynomials in standard form where a = 1 (8 cards) - Factoring polynomials in standard form where a > 1 (8 cards) - Factoring differences of squares (4 cards) - Factoring sums of cubes (3 cards) - Factoring differences of cubes (3 cards) - Other cases where only the GCF ca

This set of guided notes provides a thorough, cohesive approach to working with linear functions. Specifically, this resource (with 29 practice problems and a full answer key) covers the following topics: - Basics of linear functions (e.g. key terms, diagrams, etc.) - Calculating the slope of linear functions given 2 points, a table, and/or a graph - Graphing linear functions given a point and a slope, 2 points, and/or a table - Using slope-intercept, point-slope, and standard forms to write and

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 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

This worksheet is an excellent resource to cover linear piecewise functions in a real-world context. The worksheet involves an analysis between a simple linear pricing model and a piecewise pricing model in order to compare the cost-effectiveness of both models across certain intervals. 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 Wallden (Creative Clips) whose s