6.1
Solve Inequalities Using + and -
6.7
6.2
Graph Linear
Inequalities in
Two Variables
Solve Inequalities
Using × and ÷
6.3
6.6
Solve Multi-Step
Inequalities
Solve Absolute
Value Inequalities
6.5
6.4
Solve Absolute
Value Equations
Solve Compound
Inequalities
ALGEBRA 1
CHAPTER 6 LEARNING TARGETS
Solve and Graph Linear Inequalities
SEC
6.1
TOPIC
Solve Inequalities Using
Addition and Subtraction
6.2
Solving Inequalities Using
Multiplication and
Division
A.CED.1
A.REI.3
Solve Multi-Step
Inequalities
A.CED.1
A.REI.3
6.3
CCSS
A.CED.1
A.REI.3
6.4
Solve Compound
Inequalities
A.CED.1
A.REI.3
6.5
Solve Absolute-Value
Equations
A.REI.3
F.IF.9
F.BF.3
F.IF.7
6.6
Solve Absolute-Value
Inequalities
A.CED.3
A.REI.3
6.7
Graph Linear Inequalities
in Two Variables
A.REI.12
LEARNING TARGET
I can correctly write, solve and graph the solution to an inequality from a verbal statement.
I can correctly write an inequality given the graph of the inequality.
I can correctly solve one-step, one-variable inequalities using addition. Example: Solve
I can correctly solve one-step, one-variable inequalities using subtraction. Example: Solve
I can correctly graph the solutions to one-variable inequalities on a number line.
I can correctly solve one-step, one-variable inequalities using multiplication. Example: Solve
I can correctly solve one-step, one-variable inequalities using division. Example: Solve
I can correctly graph the solutions to one-variable inequalities on a number line.
I can correctly write, solve, and graph the solution to an inequality from a verbal statement.
I can correctly solve one-variable inequalities using a combination of addition, subtraction, multiplication and division. Example: Solve
I can correctly graph the solutions to one-variable inequalities on a number line.
I can correctly identify the number of solutions of an inequality.
I can correctly write, solve and graph the solution to an inequality from a verbal statement.
I can correctly translate a verbal phrase into a compound inequality.
I can correctly solve two inequalities connected by the word “and”. Example: Solve
I can correctly graph the solutions to two inequalities connected by the word “and”.
I can correctly solve two inequalities connected by the word “or”. Example: Solve
I can correctly graph the solutions to two inequalities connected by the word “or”.
I can correctly write the given absolute value equation in the form
.
I can correctly rewrite an absolute value equation (in
form) as two non-absolute value equations.
I can correctly solve the two non-absolute value equations.
I can correctly solve absolute value equations that have one variable. Example: Solve
I can correctly identify when an absolute value equation has no solutions.
I can correctly answer absolute deviation questions (error tolerance).
I can correctly graph absolute value equations.
I can correctly isolate the absolute value expression in an absolute value inequality.
I can correctly rewrite an absolute value inequality as a compound inequality.
I can correctly solve the resulting compound inequalities to obtain the solutions to the absolute value inequality.
I can correctly graph the solutions to an absolute value inequality.
I can correctly determine if an ordered pair is a solution to a linear inequality in two variables.
I can graph the boundary line of a two-variable linear inequality on a coordinate grid, using a dashed line for
, and a solid line
for
I can accurately test the coordinates of a point on one side of the graph of the boundary line and determine which side of the boundary
line to shade.
I can correctly shade a linear inequality.
I can correctly graph a linear inequality in one and two variables on a coordinate plane.
I can correctly translate, solve and graph the solution to a linearly inequality in two-variables from a verbal statement.
I can correctly identify ordered pairs that satisfy a linearly inequality in two variables.
√