Use algebraic reasoning to solve problems (complex)

Complete patterns of objects (multiple missing sections)

Complete and continue patterns of objects (missing terms)

Complete patterns

Use algebraic reasoning to solve problems (simple)

Complete patterns of objects (missing terms)

Complete patterns of objects (one missing section)

Create algebraic equations from verbal descriptions

Distinguish between direct and inverse proportion and solve problems

Identify equivalent algebraic expressions

Verify solutions to given equations

Identify true equations (addition, subtraction)

Model visual patterns with equations and solve

Create and solve two-step equations (four operations)

Substitute into algebraic expressions and evaluate (quadratic)

Complete a table of values for a complex linear function

Simplify algebraic expressions (distribute, gather like terms)

Manipulate and solve quadratic equations involving squares of sums

Prove the square of a difference formula for quadratic equations with geometric methods

Solve linear equations (two steps)

Solve linear equations (one step)

Solve linear equations (variables on both sides)

Model related linear relationships and interpret the change in coefficients graphically

Represent functions using algebraic notation, graphing tools, and tables

Solve quadrilateral area problems with algebra

Connect the solutions to a quadratic equation with its coefficients by visually interpreting changes to its graph

Use quadratic equations to find and relate areas of inscribed circles and squares

Match linear equations with their graphical representation

Relate factors among equivalent expressions to find solutions to quadratic equations

Identify coefficients and constants in algebraic expressions

Complete a table of values for a complex linear function

Factor quadratic expressions to solve divisibility problems

Identify values of coefficients in quadratic equations resulting in particular solutions

Identify values of coefficients in quadratic equations resulting in particular types of solutions

Use the Quadratic Formula to understand solutions to equations

Connect the reflection symmetry of parabolas with the form of their quadratic equation

Modify coefficients in linear equations to create systems with differing numbers of solutions

Represent and solve a system of linear equations to make appropriate decisions in context

Write and solve a system of equations that represents a real life scenario using graphical methods

Solve systems of linear equations in two variables

Solve equations involving the angle sum of a triangle

Use a linear model and solve a system of linear equations

Solve system of linear equations by elimination

Adjust the coefficients of linear equations to pass through as many points as possible on the Cartesian plane

Use different factoring techniques to create and identify equivalent polynomials

Solve quadratic equations by taking square roots

Represent verbal problems with algebraic equations (version 1)

Represent verbal problems with algebraic equations (version 2)

Solve abstract problems derived from a step function defined by inequalities

Complete a table of values for a linear function

Complete a table of values for a linear function

Find and compare values of abstract expressions

Complete a table of values for a simple linear function

Use geometric models to derive the formula for the square of a sum

Use the difference of squares law to expand and factorize expressions

Solve quadratic equations to find areas of geometric shapes

Use a quadratic model to solve an area minimization problem

Solve quadratic equations by completing the square

Derive the Completing The Square method

Adjust the coefficients of linear equations to pass through points on the Cartesian plane