An NSF Graduate K-12 Project

Algebra Cubed

Projects  by Cube Fellows  2006-2007

Kenneth Macpherson

1. The Tipping Point

2. Proving Pythagoras  

3. Celsius 232.78

4. Slope and Topographic Maps

5. The Tangent Ratio

 

Matthew Wells

1. One Step Equations

2. Compound Inequalities

3. The Golden Ratio

4. NOYCE conference

 

Rachelle Bouchat

1. Linear Regression

2. Distance Formula

3. Experimental Probability

4. JFK Activity

5. Origami Cube

6. Quadratic Equations and Parabolas

 

Andy Kirby

1. Discovering π

 

Amy Heilman

1. Area Unit

2. Analyzing Graphs and Data

3. Pythagorean Theorem

4. Venn Diagrams

Related Projects 

Julie Gibbs

1. Pythagorean Theorem

2. Perpendicular Lines

 

Erin Militzer

1. Introduction to Algebra Cubed

2. Introduction to Fractions

 

Audrey Brock

1. Comparing Ratios

2. Probability and Expected Value

 

Joshua Roberts

1. R.I.P. M&M's

 

Sara Golebiewski

1. An Application of Congruence

2. Symmetry in Kaleidoscopes  

 

Julia Chifman

1. Algebra Projects:

           a. Fun with calendars

           b. Shadow Project

           c. Platonic Solids

2. Precalculus Projects:

           a. Light Beam

           b. Functions: Domain and Range

           c. NUMB3RS Activity

           d. Weight no more

           e. Platonic Solids