| 100613 | Determining If Class Grade Rules Are Functions | Easy | |
| 100614 | Functions and Function Notation · Try It 1 | Easy | |
| 100616 | Interpreting Function Notation | Easy | |
| 100618 | Identifying Tables that Represent Functions | Easy | |
| 100620 | Evaluating Functions at Specific Values | Easy | |
| 100621 | Evaluating Functions | Easy | |
| 100625 | Finding the Algebraic Form of a Function | Easy | |
| 100626 | Expressing the Equation of a Circle as a Function | Easy | |
| 100628 | Evaluating and Solving a Tabular Function | Easy | |
| 100631 | Determining Whether a Relationship Is a One-to-One Function | Easy | |
| 100632 | Functions and Function Notation · Try It 9 | Easy | |
| 100633 | Functions and Function Notation · Try It 10 | Easy | |
| 100636 | Functions and Function Notation · Exercise 9 | Easy | |
| 100638 | Functions and Function Notation · Exercise 11 | Easy | |
| 100640 | Functions and Function Notation · Exercise 13 | Easy | |
| 100708 | Domain and Range · Example 1 | Easy | |
| 100709 | Domain and Range · Example 2 | Easy | |
| 100716 | Finding the Domain of a Function as a Set of Ordered Pairs | Easy | |
| 100718 | Finding the Domain of a Function | Easy | |
| 100721 | Domain and Range · Try It 3 | Easy | |
| 100722 | Finding the Domain of a Function with an Even Root | Easy | |
| 100724 | Finding the Domain and Range Using Toolkit Functions | Easy | |
| 100725 | Finding the Domain and Range | Easy | |
| 100726 | Finding the Domain and Range | Easy | |
| 100727 | Domain and Range · Try It 5 | Easy | |
| 100728 | Writing a Piecewise Function | Easy | |
| 100729 | Working with a Piecewise Function | Easy | |
| 100732 | Domain and Range · Exercise 9 | Easy | |
| 100734 | Domain and Range · Exercise 11 | Easy | |
| 100736 | Domain and Range · Exercise 13 | Easy | |
| 100833 | Composition of Functions · Example 1 | Easy | |
| 100839 | Performing Algebraic Operations on Functions | Easy | |
| 100840 | Composition of Functions · Try It 1 | Easy | |
| 100841 | Determining whether Composition of Functions is Commutative | Easy | |
| 100842 | Interpreting Composite Functions | Easy | |
| 100843 | Investigating the Order of Function Composition | Easy | |
| 100844 | Composition of Functions · Try It 2 | Easy | |
| 100845 | Using a Table to Evaluate a Composite Function | Easy | |
| 100846 | Composition of Functions · Try It 3 | Easy | |
| 100848 | Evaluating a Composition of Functions Expressed as Formulas with a Numerical Input | Easy | |
| 100850 | Finding the Domain of a Composite Function | Easy | |
| 100851 | Finding the Domain of a Composite Function Involving Radicals | Easy | |
| 100853 | Decomposing a Function | Easy | |
| 100854 | Composition of Functions · Try It 7 | Easy | |
| 100855 | Composition of Functions · Exercise 6 | Easy | |
| 100857 | Composition of Functions · Exercise 8 | Easy | |
| 100954 | Shifting a Tabular Function Vertically | Easy | |
| 100955 | Transformation of Functions · Try It 1 | Easy | |
| 100957 | Shifting a Tabular Function Horizontally | Easy | |
| 100958 | Interpreting Horizontal versus Vertical Shifts | Easy | |