Math
- Number Sense
- Ratios and Proportional Reasoning – Students continue to use ratio and rate language, compute using unit rates, and use proportional relationships to solve real-world problems involving ratios and percents.
- Algebra and Functions
- Geometry and Measurement
- Data Analysis, Statistics, and Probability
Indiana Math
Algebra I: Number Systems, Expressions, and Functions
AI.NF.1
Mostly covered
AI.NF.2
Mostly covered
- Add & subtract polynomials
- Add polynomials (intro)
- Adding and subtracting polynomials review
- Adding polynomials
- Binomial special products review
- Factoring with the distributive property
- Multiply binomials
- Multiply binomials by polynomials
- Multiply binomials by polynomials: area model
- Multiply binomials intro
- Multiply binomials: area model
- Multiply difference of squares
- Multiply monomials
- Multiply monomials by polynomials
- Multiply monomials by polynomials (basic): area model
- Multiply monomials by polynomials: area model
- Multiply monomials by polynomials: Area model
- Multiply perfect squares of binomials
- Multiplying binomials
- Multiplying binomials by polynomials
- Multiplying binomials by polynomials review
- Multiplying binomials by polynomials: area model
- Multiplying binomials intro
- Multiplying binomials: area model
- Multiplying monomials
- Multiplying monomials by polynomials
- Multiplying monomials by polynomials review
- Multiplying monomials by polynomials: area model
- Polynomial special products: difference of squares
- Polynomial special products: difference of squares
- Polynomial special products: perfect square
- Polynomial special products: perfect square
- Polynomial subtraction
- Special products of the form (ax+b)(ax-b)
- Special products of the form (x+a)(x-a)
- Squaring binomials of the form (ax+b)²
- Squaring binomials of the form (x+a)²
- Subtract polynomials (intro)
- Subtracting polynomials
- Warmup: Multiplying binomials
AI.NF.3
Partially covered
- Age word problem: Arman & Diya
- Age word problem: Ben & William
- Age word problem: Imran
- Age word problems
- Creating systems in context
- Setting up a system of equations from context example (pet weights)
- Setting up a system of linear equations example (weight and price)
- System of equations word problem: infinite solutions
- System of equations word problem: no solution
- System of equations word problem: walk & ride
- Systems of equations with substitution: coins
- Systems of equations word problems
AI.NF.4
Mostly covered
AI.NF.5
Partially covered
- Analyzing graphs of exponential functions
- Analyzing graphs of exponential functions: negative initial value
- Analyzing tables of exponential functions
- Comparing linear functions word problem: climb
- Comparing linear functions word problem: walk
- Comparing linear functions word problem: work
- Comparing linear functions word problems
- Complete solutions to 2-variable equations
- Completing solutions to 2-variable equations
- Connecting exponential graphs with contexts
- End behavior of algebraic models
- End behavior of algebraic models
- Graph interpretation word problem: basketball
- Graph interpretation word problem: temperature
- Graph interpretation word problems
- Graphing linear relationships word problems
- How many solutions does a system of linear equations have if there are at least two?
- Intercepts from a graph
- Intercepts from an equation
- Interpret a quadratic graph
- Interpret a quadratic graph
- Interpret parabolas in context
- Intro to intercepts
- Intro to slope-intercept form
- Intro to slope-intercept form
- Linear equations word problems: earnings
- Linear equations word problems: graphs
- Linear equations word problems: volcano
- Linear functions word problem: fuel
- Linear functions word problem: iceberg
- Linear functions word problem: paint
- Linear functions word problem: pool
- Linear graphs word problem: cats
- Linear graphs word problems
- Linear models word problems
- Modeling with linear equations: snow
- Number of solutions to a system of equations
- Number of solutions to a system of equations algebraically
- Number of solutions to a system of equations algebraically
- Number of solutions to a system of equations graphically
- Number of solutions to a system of equations graphically
- Number of solutions to system of equations review
- Periodicity of algebraic models
- Periodicity of algebraic models
- Quadratic word problem: ball
- Quadratic word problems (factored form)
- Quadratic word problems (factored form)
- Quadratic word problems (standard form)
- Quadratic word problems (vertex form)
- Quadratic word problems (vertex form)
- Slope-intercept intro
- Solutions to 2-variable equations
- Solutions to 2-variable equations
- Solutions to systems of equations: dependent vs. independent
- Symmetry of algebraic models
- Symmetry of algebraic models
- Systems of equations number of solutions: fruit prices (1 of 2)
- Systems of equations number of solutions: fruit prices (2 of 2)
- Worked example: solutions to 2-variable equations