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Geometric Exploration | Geometry for Middle School

Geometry for Middle School

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Geometric Exploration | Geometry for Middle School | rogers22.wordpress.com Reviews
<META>
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Geometry for Middle School
<META>
KEYWORDS
1 geometric exploration
2 archimedean solids
3 vertices v
4 faces f
5 edges e
6 euler’s formula
7 v f =
8 tetrahedron
9 truncated tetrahedron
10 cube
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geometric exploration,archimedean solids,vertices v,faces f,edges e,euler’s formula,v f =,tetrahedron,truncated tetrahedron,cube,truncated cube,octahedron,truncated octahedron,dodecahedron,truncated dodecahedron,icosahedron,truncated icosahedron,level 0
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Geometric Exploration | Geometry for Middle School | rogers22.wordpress.com Reviews

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Geometry for Middle School

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1

Archimedean Solids | Geometric Exploration

https://rogers22.wordpress.com/2009/03/06/archimedean-solids

Geometry for Middle School. 12 8 = 18 2 = 20. 12 2 = 14. 24 14 = 36 2 = 38. 12 2 = 14. 24 14 = 36 2 = 38. 20 12 = 30 2 = 32. 60 32 = 90 2 = 92. 12 20 = 30 2 = 32. 60 32 = 90 2 = 92. I chose to truncate the cube and the octahedron. When the cube was truncated, the orignal squares transformed into octagons and cutting off the vertices formed equilateral triangles. When the octahedron was truncated, the original triangles became hexagons and where the vertices were cut off formed squares. Posted in MOD 7.

2

Tangrams | Geometric Exploration

https://rogers22.wordpress.com/2009/02/25/tangrams

Geometry for Middle School. While fun, tangrams can be a bit frustrating. My nine year old was hanging out over my shoulder insisting that he could do anything with tangrams. Well, turns out that is not true! He gave up and went to bed. I made several attempts to maintain a solid square with little success. The only solid arrangement I came up with was a reflection of the original. I decided I needed to think “outside the box” and this is what I came up with…. By rogers22 on February 25, 2009. On Explori...

3

Higher Level Thinking Questions for the Pythagorean Theorem | Geometric Exploration

https://rogers22.wordpress.com/2009/03/03/higher-level-thinking-questions-for-the-pythagorean-theorem

Geometry for Middle School. Higher Level Thinking Questions for the Pythagorean Theorem. Comparing Bloom’s Taxonomy to van Hiele levels. In which the student identifies, names, compares, and operates on geometric figures. In which the student analyzes figures in terms of their attributes and relationships among attributes and discovers properties and rules through observation. In which the student proves theorems deductively and understands the structure of the geometric system. Develop an argument to co...

4

Pythagorean Puzzles | Geometric Exploration

https://rogers22.wordpress.com/2009/03/02/pythagorean-puzzles

Geometry for Middle School. My response is based on the following Pythagorean Theorem puzzles found at the following website under Geometry, grades 9-12. Http:/ nlvm.usu.edu/en/nav/topic t 3.html. How I solved the puzzles:. I did not find either puzzle to be difficult because I was looking for relationships between the sides. If I were randomly guessing where the pieces go, it would be frustrating. Hand-on vs. Virtual Manipulatives. By rogers22 on March 2, 2009. Posted in MOD 6. Leave a Reply Cancel reply.

5

Exploring Additional Resources – Transformations | Geometric Exploration

https://rogers22.wordpress.com/2009/03/13/exploring-additional-resources-transformations

Geometry for Middle School. Exploring Additional Resources – Transformations. Http:/ www.mathsisfun.com/geometry/transformations.html. Http:/ www.mathsnet.net/transform/index.html. Http:/ enlvm.usu.edu/ma/nav/activity.jsp? Another interactive site… This site also has questions throughout the lesson. What I like about this site is that the students answer the questions and get immediate feedback by being able to see the “teacher” response. Http:/ intermath.coe.uga.edu/index.htm. Posted in MOD 8. I really ...

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Geometric Exploration | Geometry for Middle School

Geometry for Middle School. Exploring Additional Resources – Transformations. Bull;March 13, 2009 • 2 Comments. Http:/ www.mathsisfun.com/geometry/transformations.html. Http:/ www.mathsnet.net/transform/index.html. Http:/ enlvm.usu.edu/ma/nav/activity.jsp? Another interactive site… This site also has questions throughout the lesson. What I like about this site is that the students answer the questions and get immediate feedback by being able to see the “teacher” response. Posted in MOD 8. 12 8 = 18 2 = 20.

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