Algebra - patterns
Number Sequences
- Picture Patterns
- Patterns That Grow
- Graphing Patterns That Grow
- Number Sequence: Introduction
- Number Sequence: Visual
- Graphing a Number Sequence
- Number Sequences Part 1: Computer
- Square Number Sequence
- Cube Number Sequence
- Creating Square Numbers
- Creating Triangular Numbers
- Using Triangular Numbers
- Figurate Numbers on the Computer: Square
- Figurate Numbers on the Computer: Triangular
- Figurate Numbers on the Computer: Oblong
- Fibonacci Sequence
- Fibonacci Sequence in Nature
- Using “How Much is a Million?”: Part 1
- Using “How Much is a Million?”: Part 2
- Using “How Much is a Million?”: Part 3
Exponential Growth
- Geometric Sequence: Whole Number
- Geometric Sequence: Fractions
- Exponential Relationships
- Exponential Relationships Continued
- Exponential Relationships on the Computer
- Extending “The King’s Chessboard”: Part 1
- Extending “The King’s Chessboard”: Part 2
- Countdown Activity: Using “The King’s Chessboard”
- Comparing Linear and Exponential Sequences
Classic Problems
- Handshake Problem: Intro
- Handshake Problem: Continued
- Handshake Problem: Formula
- Handshake Problem: Chart
- Checkerboard Problem: Model
- Checkerboard Problem: Patterns
- Checkerboard Problem: Extended
- Rectangles on a Checkerboard?: Formula
- Rectangles on a Checkerboard?: Part 1
- Rectangles on a Checkerboard?: Part 2
- Rectangles on a Checkerboard?: Part 3
- Rectangles on a Checkerboard?: Part 4
- Rectangles on a Checkerboard?: Part 5
- College Bound on the Computer