The Third Annual GeoGebra Conference of Southern CT

GeoGebra Institute of Southern Connecticut, 17/8/2015

Conference Material

Tabla de Contenidos

  1. Short Presentations
    1. Dot plot (Forest Fisher)
    2. Z-scores as a Linear Function
    3. Swing Lab (Christa Fratto)
    4. Polar Curves (Rasha Tarek)
    5. Transformations (Adam Goldberg)
  2. Poster Session
    1. Varignon's theorem (Sandra Ollerhead)
    2. Ferris Wheel (Rasha Tarek)
    3. Reimann Sums (Rasha Tarek)
    4. The Ambiguous Case (Rasha Tarek)
    5. Law of Sines (Jason Hardin)
    6. Completing the Square (Brian Darrow Jr.)
    7. TaylorPolynomial (Len Brin)
    8. Sierpinski (Len Brin)
    9. Level Curves (Braxton Carrigan)
    10. Special lines in a triangle (Marie Nabbout)
    11. Pythagorean Identities (Albert Navetta)
    12. How Fast are You Spinning? (Tim Brzezinski)
    13. Exterior Angles of Polygons (Tim Brzezinski)

1.

Short Presentations

These worksheets will be used during the short presentations

  • 1. Dot plot (Forest Fisher)
  • 2. Z-scores as a Linear Function
  • 3. Swing Lab (Christa Fratto)
  • 4. Polar Curves (Rasha Tarek)
  • 5. Transformations (Adam Goldberg)

1.1.

Dot plot (Forest Fisher)

– GeoGebra Institute of Southern Connecticut

1.2.

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1.3.

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1.4.

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1.5.

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2.

Poster Session

Interactive Poster Presentations

  • 1. Varignon's theorem (Sandra Ollerhead)
  • 2. Ferris Wheel (Rasha Tarek)
  • 3. Reimann Sums (Rasha Tarek)
  • 4. The Ambiguous Case (Rasha Tarek)
  • 5. Law of Sines (Jason Hardin)
  • 6. Completing the Square (Brian Darrow Jr.)
  • 7. TaylorPolynomial (Len Brin)
  • 8. Sierpinski (Len Brin)
  • 9. Level Curves (Braxton Carrigan)
  • 10. Special lines in a triangle (Marie Nabbout)
  • 11. Pythagorean Identities (Albert Navetta)
  • 12. How Fast are You Spinning? (Tim Brzezinski)
  • 13. Exterior Angles of Polygons (Tim Brzezinski)

2.1.

Varignon's theorem (Sandra Ollerhead)

– GeoGebra Institute of Southern Connecticut

2.2.

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2.3.

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2.4.

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2.5.

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2.6.

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2.7.

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2.8.

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2.9.

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2.10.

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2.11.

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2.12.

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2.13.

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Información