An introductory exploration of random variables, probability distributions, and statistical measurements including mean, standard deviation, and linear transformations.

A lesson focused on factoring quadratic expressions of the form ax^2 + bx + c using the 'AC method' (splitting the middle term). Students will learn to break down complex trinomials into binomial factors through a systematic step-by-step process.

A distributive property lesson featuring a warehouse-themed worksheet and answer key, focusing on positive numbers only.

A comprehensive MCAS prep lesson focusing on high-frequency 10th-grade topics in Functions, Geometry, and Statistics. Includes test-taking strategies for both calculator and non-calculator sections aligned to Massachusetts Mathematics Curriculum Frameworks.

A comprehensive Algebra lesson focusing on modeling real-world Arizona scenarios using functions and data interpretation. Students will master identifying function types, constructing equations, and analyzing statistical trends.

A comprehensive Algebra I STAAR prep lesson covering linear functions, systems of equations, and quadratic expressions through graphing, application, and test-format practice.

A lesson focused on identifying and correcting common misconceptions when applying exponent rules, including product, quotient, power, negative, and zero exponent rules.

A comprehensive Algebra 1 lesson focusing on discovering and applying the product, quotient, power, and zero exponent rules through a pattern-seeking productive struggle activity.

A comprehensive lesson on solving and simplifying algebraic expressions with multiple variables, featuring three levels of differentiated practice.

A comprehensive assessment and review lesson on fundamental trigonometric identities, including Pythagorean, reciprocal, and quotient identities. Students will practice simplifying expressions and proving identities.

A lesson focused on modeling real-world situations using exponential growth and decay functions, calculating future values over time.

A comprehensive introduction to functions, focusing on the definition of a function, the vertical line test, and mastering function notation \(f(x)\). Students will learn to identify functions from various representations and evaluate linear and quadratic functions.

A comprehensive lesson on identifying and combining like terms, focusing on visual grouping and handling positive and negative coefficients through scaffolded practice.

A comprehensive lesson on solving one-step inequalities using inverse operations, including a secret agent-themed slide deck, a practice worksheet, and a teacher's facilitation guide.

An introduction to random variables, distinguishing between discrete and continuous types, graphing probability distributions, and calculating mean and standard deviation.

A step-by-step lesson on calculating percent increase and decrease using OPN (Original, Part, New) charts and the percent equation. Includes a guided tutorial and NYS standards-aligned practice problems.

This lesson focuses on solving one-step linear equations that require the use of the distributive property, using only positive integers for coefficients and constants. Students will practice expanding expressions and isolating variables in a structured, step-by-step format.

A focused practice session on the distributive property, moving from visual area models to abstract algebraic manipulation.

A comprehensive lesson on combining like terms, focusing on identifying matching terms and operations with positive and negative integers using a construction-themed blueprint approach.

A comprehensive lesson on combining like terms, covering identification of algebraic parts, simplifying single-variable expressions, and solving multi-step equations.

A comprehensive lesson on multiplying radical expressions using the distributive property, featuring a construction-themed 'Radical Remodel' aesthetic. Students will master monomial and binomial multiplication involving square roots.

A comprehensive lesson on operations with radical expressions, including monomial multiplication, addition, and subtraction. Students will learn to simplify results and identify like radicals through an explorer-themed guide.

This lesson focuses on simplifying radical expressions by identifying and extracting perfect square and perfect cube factors. Students will learn the conceptual relationship between powers and roots and apply it to numerical radicands.

This lesson focuses on leveraging the Desmos graphing calculator to solve SAT Math problems efficiently across Heart of Algebra, Problem Solving and Data Analysis, and Passport to Advanced Math. Students will practice graphing systems, finding key features of nonlinear functions, and performing statistical calculations.

A targeted reteach lesson focused on solving multi-step linear inequalities and literal equations, specifically addressing common pitfalls in CCSS.Math.Content.HSA-REI.B.3.

A set of materials focused on identifying and calculating the key parts of a parabola, including the vertex, zeros, axis of symmetry, and extreme values.

A lesson focused on solving quadratic equations through two primary methods: interpreting graphs and algebraic factoring. Students will identify zeros, roots, and intercepts in multiple-choice format.

A comprehensive review of normal distribution calculations, including z-score conversion and probability determination for various real-world scenarios. Students will calculate left-tail, right-tail, and interval probabilities and evaluate the rarity of events.

A focused lesson on identifying the critical geometric features of parabolas from their graphs, including vertices, intercepts, and axes of symmetry.

A comprehensive lesson focusing on constructing linear and exponential models and analyzing function transformations. Students will compare function families and evaluate how parameters shift and stretch graphs.

A comprehensive assessment covering descriptive statistics, data distributions, measures of variation, and basic probability theory including tree diagrams.