Cubic, cube root, absolute value, and rational functions, equations,
and inequalities ...................................................................................... 100–143
Graphing Cubic Functions 2A(6)(A) ............................................................... 100
Solving Cube Root Equations 2A(6)(B) .......................................................... 102
Graphing Absolute Value Functions, Activity 1 2A(6)(C) ................................... 106
Graphing Absolute Value Functions, Activity 2 2A(6)(C) ................................... 108
Formulating Absolute Value Equations 2A(6)(D) ............................................. 112
Solving Absolute Value Equations, Activity 1 2A(6)(E) ..................................... 114
Solving Absolute Value Equations, Activity 2 2A(6)(E) ..................................... 116
Solving Absolute Value Inequalities 2A(6)(F) .................................................. 118
Graphing Rational Functions 2A(6)(G) ........................................................... 120
Formulating Rational Equations, Activity 1 2A(6)(H) ........................................ 124
Formulating Rational Equations, Activity 2 2A(6)(H) ........................................ 126
Formulating Rational Equations, Activity 3 2A(6)(H) ........................................ 128
Solving Rational Equations, Activity 1 2A(6)(I) ............................................... 130
Solving Rational Equations, Activity 2 2A(6)(I) ............................................... 132
Reasonableness of Solutions to Rational Equations 2A(6)(J) ............................. 134
Asymptotes of Rational Functions, Activity 1 2A(6)(K) ..................................... 136
Asymptotes of Rational Functions, Activity 2 2A(6)(K) ..................................... 138
Inverse Variation, Activity 1 2A(6)(L) ............................................................ 140
Inverse Variation, Activity 2 2A(6)(L) ............................................................ 142
Number and algebraic methods .............................................................. 144–178
Complex Numbers 2A(7)(A) ........................................................................ 144
Multiplying Polynomials 2A(7)(B) .................................................................. 146
Dividing Polynomials 2A(7)(C) ..................................................................... 148
Factoring Polynomials, Activity 1 2A(7)(D) ..................................................... 150
Factoring Polynomials, Activity 2 2A(7)(E) ..................................................... 152
Factoring Polynomials, Activity 3 2A(7)(E) ..................................................... 156
Factoring Polynomials, Activity 4 2A(7)(E) ..................................................... 158
Operations with Rational Expressions, Activity 1 2A(7)(F) ................................ 162
Operations with Rational Expressions, Activity 2 2A(7)(F) ................................ 164
Simplifying Radical Expressions 2A(7)(G) ...................................................... 168
Solving Equations with Rational Exponents, Activity 1 2A(7)(H) ........................ 170
Solving Equations with Rational Exponents, Activity 2 2A(7)(H) ........................ 172
Writing Domain and Range Using Inequalities and Set Notation 2A(7)(I) ............ 176
Data ...................................................................................................... 180–185
Appropriate Models for Data 2A(8)(A) ........................................................... 180
Writing Functions to Represent Data 2A(8)(B) ................................................ 182
Making Predictions with Data 2A(8)(A) .......................................................... 184
and inequalities ...................................................................................... 100–143
Graphing Cubic Functions 2A(6)(A) ............................................................... 100
Solving Cube Root Equations 2A(6)(B) .......................................................... 102
Graphing Absolute Value Functions, Activity 1 2A(6)(C) ................................... 106
Graphing Absolute Value Functions, Activity 2 2A(6)(C) ................................... 108
Formulating Absolute Value Equations 2A(6)(D) ............................................. 112
Solving Absolute Value Equations, Activity 1 2A(6)(E) ..................................... 114
Solving Absolute Value Equations, Activity 2 2A(6)(E) ..................................... 116
Solving Absolute Value Inequalities 2A(6)(F) .................................................. 118
Graphing Rational Functions 2A(6)(G) ........................................................... 120
Formulating Rational Equations, Activity 1 2A(6)(H) ........................................ 124
Formulating Rational Equations, Activity 2 2A(6)(H) ........................................ 126
Formulating Rational Equations, Activity 3 2A(6)(H) ........................................ 128
Solving Rational Equations, Activity 1 2A(6)(I) ............................................... 130
Solving Rational Equations, Activity 2 2A(6)(I) ............................................... 132
Reasonableness of Solutions to Rational Equations 2A(6)(J) ............................. 134
Asymptotes of Rational Functions, Activity 1 2A(6)(K) ..................................... 136
Asymptotes of Rational Functions, Activity 2 2A(6)(K) ..................................... 138
Inverse Variation, Activity 1 2A(6)(L) ............................................................ 140
Inverse Variation, Activity 2 2A(6)(L) ............................................................ 142
Number and algebraic methods .............................................................. 144–178
Complex Numbers 2A(7)(A) ........................................................................ 144
Multiplying Polynomials 2A(7)(B) .................................................................. 146
Dividing Polynomials 2A(7)(C) ..................................................................... 148
Factoring Polynomials, Activity 1 2A(7)(D) ..................................................... 150
Factoring Polynomials, Activity 2 2A(7)(E) ..................................................... 152
Factoring Polynomials, Activity 3 2A(7)(E) ..................................................... 156
Factoring Polynomials, Activity 4 2A(7)(E) ..................................................... 158
Operations with Rational Expressions, Activity 1 2A(7)(F) ................................ 162
Operations with Rational Expressions, Activity 2 2A(7)(F) ................................ 164
Simplifying Radical Expressions 2A(7)(G) ...................................................... 168
Solving Equations with Rational Exponents, Activity 1 2A(7)(H) ........................ 170
Solving Equations with Rational Exponents, Activity 2 2A(7)(H) ........................ 172
Writing Domain and Range Using Inequalities and Set Notation 2A(7)(I) ............ 176
Data ...................................................................................................... 180–185
Appropriate Models for Data 2A(8)(A) ........................................................... 180
Writing Functions to Represent Data 2A(8)(B) ................................................ 182
Making Predictions with Data 2A(8)(A) .......................................................... 184
