Folding paper, doing geometry figures

chris cambré, Jose Ortiz, 31.10.2018

Katrien Cnudde and Machteld Pensaert of UC Leuven-Limburg created a workshop on doing geometry by folding paper. By folding an A4-sheet, you can create triangles, kites and other figures. More, you can explore properties, calculate angles and dimensions of the figures. This GGbook is a digital version of material of this workshop to assist you when folding. Because, don't just look at the applets, but do the folding yourself and learn geometry by doing!

Sisällysluettelo

  1. triangle
    1. triangle - folding
    2. triangle - angles
    3. triangle - altitudes
    4. triangle - bisectors
    5. triangle - medians
    6. triangle - dimensions
    7. triangle - base and height
    8. dimensions from A4 to A0
    9. paper formats from A4 to A0
  2. kite 1
    1. kite - folding
    2. kite - properties
    3. kite - angles
    4. kite - dimensions
  3. kite 2
    1. kite 2 - folding
    2. kite 2 - angles
    3. kite 2 - dimensions
  4. parallellogram
    1. parallellogram - folding
    2. parallellogram - angles
    3. parallellogram - dimensions
  5. trapezium
    1. trapezium - folding
    2. trapezium - angles
    3. trapezium - dimensions
  6. rhombus
    1. rhombus - folding
    2. rhombus - dimensions
    3. rhombus - angles
    4. ruit - dimensions
  7. triangle 2
    1. triangle 2 - folding
    2. triangle 2 - angles
    3. triangle 2 - dimensions
  8. hexagon
    1. hexagon - folding
    2. hexagon - angles
    3. hexagon - properties
    4. hexagon - dimensions
  9. octagon
    1. octagon - folding
    2. octagon - angles
    3. octagon - properties
    4. octagon - dimensions

1.

triangle

  • 1. triangle - folding
  • 2. triangle - angles
  • 3. triangle - altitudes
  • 4. triangle - bisectors
  • 5. triangle - medians
  • 6. triangle - dimensions
  • 7. triangle - base and height
  • 8. dimensions from A4 to A0
  • 9. paper formats from A4 to A0

1.1.

triangle - folding

– chris cambré

1.2.

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1.3.

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1.4.

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1.5.

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1.6.

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1.7.

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1.8.

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1.9.

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2.

kite 1

  • 1. kite - folding
  • 2. kite - properties
  • 3. kite - angles
  • 4. kite - dimensions

2.1.

kite - folding

– chris cambré

2.2.

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2.3.

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2.4.

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3.

kite 2

  • 1. kite 2 - folding
  • 2. kite 2 - angles
  • 3. kite 2 - dimensions

3.1.

kite 2 - folding

– chris cambré

3.2.

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3.3.

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4.

parallellogram

  • 1. parallellogram - folding
  • 2. parallellogram - angles
  • 3. parallellogram - dimensions

4.1.

parallellogram - folding

– chris cambré

4.2.

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4.3.

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5.

trapezium

  • 1. trapezium - folding
  • 2. trapezium - angles
  • 3. trapezium - dimensions

5.1.

trapezium - folding

– chris cambré

5.2.

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5.3.

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6.

rhombus

  • 1. rhombus - folding
  • 2. rhombus - dimensions
  • 3. rhombus - angles
  • 4. ruit - dimensions

6.1.

rhombus - folding

– chris cambré

6.2.

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6.3.

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6.4.

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7.

triangle 2

  • 1. triangle 2 - folding
  • 2. triangle 2 - angles
  • 3. triangle 2 - dimensions

7.1.

triangle 2 - folding

– chris cambré

7.2.

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7.3.

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8.

hexagon

  • 1. hexagon - folding
  • 2. hexagon - angles
  • 3. hexagon - properties
  • 4. hexagon - dimensions

8.1.

hexagon - folding

– chris cambré

8.2.

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8.3.

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8.4.

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9.

octagon

  • 1. octagon - folding
  • 2. octagon - angles
  • 3. octagon - properties
  • 4. octagon - dimensions

9.1.

octagon - folding

– chris cambré

9.2.

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9.3.

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9.4.

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Tiedot