Algebra 1 (Eureka Math Squared-aligned)

1 The growing pattern of ducks Free 2 The commutative, associative, and distributive properties Free 5 video(s) ● 4 Polynomial expressions 🔒 Pro 5 Adding and subtracting polynomial expressions 🔒 Pro 1 video(s) 7 Multiplying polynomial expressions 🔒 Pro 1 video(s) 9 Polynomial identities 🔒 Pro 10 Printing pressed 🔒 Pro 11 Solution sets for equations and inequalities in one variable 🔒 Pro 13 Solving linear equations in one variable 🔒 Pro 1 video(s) 14 Some potential dangers when solving equations 🔒 Pro 16 Writing and solving equations in one variable 🔒 Pro 17 Rearranging formula 🔒 Pro 2 video(s) 19 Solving linear inequalities in one variable 🔒 Pro 20 Solution sets of compound statements 🔒 Pro 21 Solving and graphing compound inequalities 🔒 Pro 22 Solving absolute value equations 🔒 Pro 5 video(s) 23 Solving absolute value inequalities 🔒 Pro 4 video(s) 25 Distributions and their shapes 🔒 Pro 26 Describing the center of a distribution 🔒 Pro 28 Using center to compare data distributions 🔒 Pro 29 Describing variability in a univariate distribution using standard deviation 🔒 Pro 2 video(s) 30 Estimating variability in data distributions 🔒 Pro 32 Comparing distributions of univariate data 🔒 Pro 1 video(s) 9 Modeling with functions: Unit test 🔒 Pro

1 Solution sets of linear equations in two variables 🔒 Pro 1 video(s) 3 Graphing linear equations in two variables 🔒 Pro 1 video(s) 5 Creating linear equations in two variables 🔒 Pro 1 video(s) 6 Solution sets of linear equations in two variables 🔒 Pro 8 Graphing linear inequalities in two variables 🔒 Pro 9 Applications of linear equations and inequalities 🔒 Pro 11 Low-flow showerhead 🔒 Pro 12 Systems of linear equations in two variables 🔒 Pro 14 A new way to solve systems 🔒 Pro 15 The elimination method 🔒 Pro 17 Applications of systems of equations 🔒 Pro 18 Solution sets of systems of linear inequalities 🔒 Pro 19 Graphing solution sets of systems of linear inequalities 🔒 Pro 21 Applications of systems of linear inequalities 🔒 Pro 22 Relationships between quantitative variables 🔒 Pro 23 Using lines to model bivariate quantitative data 🔒 Pro 24 Modeling relationships with a line 🔒 Pro 26 Calculating and analyzing residuals 🔒 Pro 1 video(s) 27 Analyzing residuals 🔒 Pro 1 video(s) 28 Interpreting correlation 🔒 Pro 29 Analyzing bivariate quantitative data 🔒 Pro 2 video(s) 31 Summarizing bivariate categorical data with two-way tables 🔒 Pro 32 Bivariate categorical data and conditional relative frequency tables 🔒 Pro 33 Conditional relative frequencies and association 🔒 Pro 2 video(s)

1 The definition of a function 🔒 Pro 3 Representing, naming, and evaluating functions 🔒 Pro 5 The graph of a function 🔒 Pro 6 The graph of the equation y = f (x) 🔒 Pro 7 Using pseudocode to compare graphs of functions and graphs of equations (Optional) 🔒 Pro 8 Representations of functions 🔒 Pro 10 Exploring key features of a function and its graph 🔒 Pro 11 Identifying key features of a function and its graph 🔒 Pro 13 Representing functions from verbal descriptions 🔒 Pro 14 Using graphs to solve equations 🔒 Pro 2 video(s) 15 Comparing functions 🔒 Pro 17 Mars curiosity rover 🔒 Pro 18 Modeling elevation as a function of time 🔒 Pro 19 Piecewise linear functions 🔒 Pro 20 The absolute value function 🔒 Pro 21 Step functions 🔒 Pro 22 Piecewise linear functions in context 🔒 Pro 23 Exploring transformations of the graphs of functions 🔒 Pro 24 Building new functions—translations 🔒 Pro 1 video(s) 26 Building new functions—reflections 🔒 Pro 27 Building new functions—vertical scaling 🔒 Pro 1 video(s) 28 Building new functions—horizontal scaling 🔒 Pro 1 video(s) 29 A summary of transforming the graph of a function 🔒 Pro 1 video(s)

1 Falling objects 🔒 Pro 2 Projectile motion 🔒 Pro 3 Analyzing functions that model projectile motion 🔒 Pro 5 Graphs of quadratic functions 🔒 Pro 6 Solving equations that contain factored expressions 🔒 Pro 7 Solving quadratic equations by factoring: Identities and guess and check 🔒 Pro 8 Solving quadratic equations by factoring: Splitting the linear term 🔒 Pro 9 A summary of solving quadratic equations by factoring 🔒 Pro 10 Creating and solving quadratic equations in one variable 🔒 Pro 12 Zeros of functions 🔒 Pro 13 Graphing quadratic functions from factored form 🔒 Pro 15 Using symmetry to graph quadratic functions from standard form 🔒 Pro 16 Using square roots to solve quadratic equations 🔒 Pro 17 Solving quadratic equations by completing the square 🔒 Pro 19 Deriving the quadratic formula 🔒 Pro 20 Solving quadratic equations 🔒 Pro 21 Rewriting square roots 🔒 Pro 23 The quadratic formula and zeros of a function 🔒 Pro 24 Transforming the graphs of quadratic functions 🔒 Pro 25 Art with transformations 🔒 Pro 26 Completing the square to graph quadratic functions 🔒 Pro 27 A summary of graphing quadratic functions 🔒 Pro 28 Creating equations of quadratic functions to model contexts 🔒 Pro 30 Another look at systems of equations 🔒 Pro 4 video(s) 31 Maximizing area 🔒 Pro 32 Modeling data with quadratic functions 🔒 Pro 2 video(s) 34 Search and rescue helicopter 🔒 Pro

1 Exploring patterns 🔒 Pro 2 The recursive challenge 🔒 Pro 3 Recursive formulas for sequences 🔒 Pro 4 Explicit formulas for sequences 🔒 Pro 6 Arithmetic and geometric sequences 🔒 Pro 1 video(s) 8 Representations of arithmetic and geometric sequences 🔒 Pro 9 Sierpinski triangle (Optional) 🔒 Pro 11 Exponential functions 🔒 Pro 12 Unit fraction exponents 🔒 Pro 13 Rational exponents 🔒 Pro 1 video(s) 15 Graphing exponential functions 🔒 Pro 16 Using transformations to graph exponential functions (bases greater than 1) 🔒 Pro 3 video(s) 17 Using transformations to graph exponential functions (bases between 0 and 1) 🔒 Pro 2 video(s) 19 Writing equations for exponential functions from tables or graphs 🔒 Pro 20 Calculating interest 🔒 Pro 2 video(s) 21 Exponential growth 🔒 Pro 22 Exponential decay 🔒 Pro 24 Modeling populations 🔒 Pro 25 Analyzing exponential growth 🔒 Pro 2 video(s) 26 Comparing growth of functions 🔒 Pro 28 World population prediction 🔒 Pro 1 video(s) 29 A closer look at populations 🔒 Pro 30 Modeling the temperature of objects cooling over time 🔒 Pro 31 Modeling an invasive species population 🔒 Pro

1 Analyzing paint splatters (Optional) 🔒 Pro 1 video(s) 2 Using residual plots to select models for data 🔒 Pro 3 Populations of US cities 🔒 Pro 5 The deal 🔒 Pro 6 Solar system models 🔒 Pro 7 Designing a fundraiser 🔒 Pro 8 World record doughnut 🔒 Pro