Algebra Exit Slips
Product Description There are a total of 90 exit slips. The algebra concepts are broken down into 10 units that include:Unit 1 - Prerequisite for Algebra and Algebraic Expressions (12 exit slips)Unit 2 - Solving and Graphing Linear Equations and Inequalities (12 exit slips)Unit 3 - Features of a Function (12 exit slips)Unit 4 - Sequences (Arithmetic and Geometric) (9 exit slips)Unit 5 - Graphing Lines and Determining Slope (15 exit slips)Unit 6 - Expressions Containing Exponents (8 exit slips)Unit 7 - Solving and Graphing Systems of Equations and Inequalities (7 exit slips)Unit 8 - Identifying, Classifying, and Operations on Polynomials (7 exit slips)Unit 9 - Features of Quadratics (5 exit slips)Unit 10 - Defining and Simplifying Radicals (3 exit slips)The complete break down for each unit is given below:-- Unit 1: Prerequisite for Algebra and Algebraic Expressions• Rational/Irrational Numbers• Real Number Properties (Commutative, Associative, Distributive, Additive Identity, Multiplicative, Zero Property, and Additive Inverse)• Solve One-Step Equations Involving One Variable• Solve and Graph One-Step Inequalities Involving One Variable• Use Order of Operations to Simplify Expressions• Analyze and Evaluate Expressions• Define and Apply the Absolute Value• Simplify Expressions by Combining Like Terms• Simplify Expressions by using the Distributive Property-- Unit 2: Solving and Graphing Linear Equations and Inequalities• Solve Two-Step Equations involving One Variable• Solve Multi-Step Equations involving One Variable• Solve Equations with Variables on Both Sides involving One Variable• Solve Equations involving Multi-Variables• Solve and Graph Two-Step Inequalities• Solve and Graph Multi-Step Inequalities• Solve and Graph Compound Inequalities• Solve Absolute Value Equations• Solve and Graph Absolute Value Inequalities• Properties of Equality (Addition, Subtraction, Multiplication, Division, Reflexive, Symmetric, Transitive, and Substitution)• Use Proportions to Solve for an Unknown-- Unit 3: Features of a Function• Intro to Functions• Evaluating a Function & Function Notation• Domain, Range, Minimum, and Maximum• Piecewise Functions-- Unit 4: Sequences (Arithmetic and Geometric)• Intro to Sequences• Arithmetic Sequences (Recursive and Explicit)• Geometric Sequences (Recursive and Explicit)-- Unit 5: Graphing Lines and Determining Slope• Plotting Points on the Coordinate System• Determine Slope Given a Graph• Determine Slope Given a Table or Two Points• Define, Write, and Graph Slope-Intercept Form• Determine a Linear Equations Given a Table• Standard Form to Slope Intercept Form• Determine Linear Equations Given a Graph• Determine Linear Equations Given Two Points• Determine and Graph the X and Y intercepts Given an Equation• Graph Horizontal and Vertical Lines• Write Equations of a Line Given a Slope and a Point, or Two Points• Write Parallel and Perpendicular Lines Given an Equation-- Unit 6: Expressions Containing Exponents• Intro to Exponents• Properties of Exponents• Intro to Scientific Notation• Converting Between Standard Form and Scientific Notation• Adding and Subtracting Scientific Notation• Multiplying and Dividing Scientific Notation-- Unit 7: Solving and Graphing Systems of Equations and Inequalities• The Three Types of Solutions: No Solution, Infinitely Many Solutions, and One Solution• Solving Systems of Equations by Graphing, Substitution, and Elimination• Write and Solve Word Problems involving Systems of Equations• Solve and Graph Systems of Linear Inequalities involving One Variable-- Unit 8: Identifying, Classifying, and Operations on Polynomials• Intro to Polynomials• Operations on Polynomials (Adding, Subtracting, Multiplying, and Dividing)• Multiplication of Binomials-- Unit 9: Features of Quadratics• Intro to Quadratics: What is a quadratic?• Solving Quadratics by Taking Square Roots• The Quadratic Formula to Solve for Roots• Using the Completing the Square to Solve for Roots-- Unit 10: Defining and Simplifying Radicals• What is a radical?• Basic Properties of Simplifying Radicals