Student Projects

Auston B Cron, Mar 7, 2014

These are projects created by my high school students with minimal training creating applets with GeoGebra. I will only add some of their projects and each student will be recognized as to their accomplishments....

Table of Contents

  1. Fractals
  2. String Art
    1. Project2013: Leann's
    2. Project2013: Brian Vasquez
    3. Project2013: A Sanchez
    4. Project2013: Audrey
    5. Project2013: Karina G
    6. Rotate your Work
  3. Projects 2010 Random
    1. Project2010: Matching Game
    2. Project 2010: Triangle Trigonometry
    3. Project 2010: Alien Man Animated
    4. Project 2010: Spirograph
    5. Project 2010: Spinning Wheel
    6. Project 2010: Fractal Tree
  4. Dividing Curves
    1. Divide a Curve (String Art)
    2. Divide a Circle (String Art)
    3. Divide a Heart (String Art)
    4. Divide a Parametric Equation (String Art)

1.

Fractals


    This chapter does not contain any resources yet.

2.

String Art

  • 1. Project2013: Leann's
  • 2. Project2013: Brian Vasquez
  • 3. Project2013: A Sanchez
  • 4. Project2013: Audrey
  • 5. Project2013: Karina G
  • 6. Rotate your Work

2.1.

Project2013: Leann's

Basic string triangle...

Leann
– Auston B Cron

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3.

Projects 2010 Random

  • 1. Project2010: Matching Game
  • 2. Project 2010: Triangle Trigonometry
  • 3. Project 2010: Alien Man Animated
  • 4. Project 2010: Spirograph
  • 5. Project 2010: Spinning Wheel
  • 6. Project 2010: Fractal Tree

3.1.

Project2010: Matching Game

Brenda and Flor attempt to make an elementary math activitey

Class project 2010
– Auston B Cron

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4.

Dividing Curves

  • 1. Divide a Curve (String Art)
  • 2. Divide a Circle (String Art)
  • 3. Divide a Heart (String Art)
  • 4. Divide a Parametric Equation (String Art)

4.1.

Divide a Curve (String Art)

Many students want to divide a curve for string art. For a semicircle:
Two sliders:[br]n is an interger slider 1...30[br]r is a real value for a radius of a circle 0...10 by 0.1[br]curve01 = Sequence[Curve[radius cos(t), radius sin(t), t, i, i + π / n], i, 0, π - π / n, π / n][br]points = Sequence[(radius cos(i), radius sin(i)), i, 0, π, π / n]
– Auston B Cron

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