Solve multi-step linear equations using inverse operations.
How does connecting the operations in an equation to an action in a story help me develop and justify my solution process for solving the equation?
How does the structure of an equation give me clues about how to solve it?
Use units to interpret and solve equations that contain primarily variables that represent quantities, such as a formula.
What does it mean to solve an equation that contains multiple variables?
How can I use descriptions and units associated with variables to guide my thinking about solving such equations?
Compare strategies for solving linear equations and literal equations.
How is solving an equation with one variable similar to the work of solving an equation with more than one variable?
NC.M1.A-REI.3
Reason about inequalities.
Justify properties of inequalities.
Use inequality notation.
What are the properties of inequalities? Are they different from the properties of equations?
Write and solve inequalities to model real situations.
Write solutions to inequalities using set builder and interval notation.
How can inequalities be used to find solutions to real problem situations?
Understand similarities and differences in solving equations and inequalities.
Learn to avoid common errors and misunderstandings about inequalities.
What are some of the common misconceptions of inequalities?
How does having a deep understanding of what inequalities mean help to avoid errors?
Can an inequality have no solutions?