• ### L.1. Defining and Using Sequences and Series

3. #### L.1.1. Writing Sequence Terms and Rules

1. L.1.1.1. Writing Terms Given the Sequence Rule
2. L.1.1.2. Writing Rules for the Given Sequence
3. L.1.1.3. Solving Word Problems Involving Writing Sequence Terms and Rules
4. #### L.1.2. Series and Summations

1. L.1.2.1. Writing Series Using Summation Notation
2. L.1.2.2. Finding the Sum of a Series
3. L.1.2.3. Solving Word Problems Involving Series and Summations
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• ### L.2. Analyzing Arithmetic Sequences and Series

3. #### L.2.1. Arithmetic Sequences

1. L.2.1.1. Determining if a Sequence is Arithmetic
2. L.2.1.2. Writing a Rule Given the Arithmetic Sequence
3. L.2.1.3. Writing a Rule Given a Term and the Common Difference
4. L.2.1.4. Writing a Rule Given Two Terms
4. #### L.2.2.  Arithmetic Series

1. L.2.2.1. Finding the Sum of an Arithmetic Series
2. L.2.2.2. Solving Word Problems Using Arithmetic Series
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• ### L.3. Analyzing Geometric Sequences and Series

3. #### L.3.1. Geometric Sequences

1. L.3.1.1. Determining if a Sequence is Geometric
2. L.3.1.2. Writing a Rule Given the Geometric Sequence
3. L.3.1.3. Writing a Rule Given a Term and the Common Ratio
4. L.3.1.4. Write a Rule Given Two Terms
4. #### L.3.2. Geometric Series

1. L.3.2.1. Finding the Sum of a Geometric Series
2. L.3.2.2. Solving Word Problems Using Geometric Series
5. #### L.3.3. Infinite Geometric Series

1. L.3.3.1. Finding Partial Sums for Infinite Geometric Series
2. L.3.3.2. Finding Sums of Infinite Geometric Series
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• ### L.4. Using Recursive Rules with Sequences and Functions

3. #### L.4.1. Recursive Rules

1. L.4.1.1. Writing Terms Given the Recursive Rule
2. L.4.1.2. Writing Recursive Rules for an Arithmetic Sequence
3. L.4.1.3. Writing Recursive Rules for a Geometric Sequence
4. L.4.1.4. Writing Recursive Rules for Special Sequences
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