## A2.FIF.3 - Define functions recursively and recognize that sequences are functions, sometimes defined recursively, whose domain is a subset of the integers.

### Displaying 1 - 31 of 31 resources:

Thumbnail Image Title Description Curriculum Nodes

### Definition--Sequences and Series Concepts--Arithmetic Sequence

Arithmetic Sequence

Sequences

### Definition--Sequences and Series Concepts--Arithmetic Series

Arithmetic Series

Series

Binomial Series

Series

Binomial Theorem

Series

### Definition--Sequences and Series Concepts--Common Difference

Common Difference

Sequences

Common Ratio

Sequences

### Definition--Sequences and Series Concepts--Convergent Series

Convergent Series

Series

Divergent Series

Series

### Definition--Sequences and Series Concepts--Explicit Formula for a Sequence

Explicit Formula for a Sequence

Sequences

### Definition--Sequences and Series Concepts--Fibonacci Sequence

Fibonacci Sequence

Sequences

Finite Sequence

Sequences

Finite Series

Series

### Definition--Sequences and Series Concepts--Geometric Sequence

Geometric Sequence

Sequences

Geometric Series

Series

### Definition--Sequences and Series Concepts--Graphs of Arithmetic Sequences

Graphs of Arithmetic Sequences

Sequences

### Definition--Sequences and Series Concepts--Graphs of Geometric Sequences

Graphs of Geometric Sequences

Sequences

### Definition--Sequences and Series Concepts--Infinite Sequence

Infinite Sequence

Sequences

Infinite Series

Series

### Definition--Sequences and Series Concepts--Pascal's Triangle

Pascal's Triangle

Series

### Definition--Sequences and Series Concepts--Recursive Formula

Recursive Formula

Series

Sequences

Sequences

Series

Series

Square Numbers

Sequences

### Definition--Sequences and Series Concepts--Summation Notation

Summation Notation

Series

### Definition--Sequences and Series Concepts--Triangular Numbers

Triangular Numbers

Sequences

### Instructional Resource--Fibonacci Sequence, Lesson 1

Instructional Resource | Fibonacci Sequence, Lesson 1

The year 2023 is the Year of the Rabbit in the Chinese Zodiac. Media4Math would also like to make this the Year of Fibonacci.

Sequences

### Instructional Resource--Fibonacci Sequence, Lesson 2

Instructional Resource | Fibonacci Sequence, Lesson 2

This is a continuation of our exploration of the Fibonacci Sequence. In this lesson we look at the sequence as an example of a recursive function.

Sequences

### Instructional Resource--Fibonacci Sequence, Lesson 4

Instructional Resource | Fibonacci Sequence, Lesson 4

This is a continuation of our exploration of the Fibonacci Sequence. In this lesson we look at the Golden Ratio phi.

Sequences, Ratios and Rates and Proportions

### Instructional Resource--Fibonacci Sequence, Lesson 5

Instructional Resource | Fibonacci Sequence, Lesson 5

This is a continuation of our exploration of the Fibonacci Sequence. In this lesson we look at the Golden Ratio phi.

Sequences, Ratios and Rates and Proportions

### Instructional Resource--Fibonacci Sequence, Lesson 6

Instructional Resource | Fibonacci Sequence, Lesson 6

This is a continuation of our exploration of the Fibonacci Sequence. In this lesson we look at geometric constructions that reflect the golden ratio.

Sequences, Geometric Constructions with Triangles and Applications of Quadrilaterals

### INSTRUCTIONAL RESOURCE: Tutorial: Sequences and Series

INSTRUCTIONAL RESOURCE: Tutorial: Sequences and Series

In this Slide Show, learn how to write the explicit formula for an arithmetic sequence in function notation.

Sequences and Series