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==Course Materials==

The online materials are supplemented with worksheets from ''Key to Geometry'' by Hawley, Suppes, Gearhart, and Rasmussen (Key Curriculum Press) [http://www.keypress.com/x5202.xml Product Information]
Other useful resources are: 
* [http://www.mathopenref.com/index.html Math Open Reference]
* [http://www.mathsisfun.com/ Math is Fun]

* Read the introduction [[Geometry in Art and in the Real World]]. This will show you some examples of how geometry is used in the real world.


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{{toc-part|Part I|Points, Lines, Segments and Polygons}}
<!-- Chapter -->
{{toc-chapter|Basic Concepts}}
{{toc-section|Points, Lines, Segments, Angles etc.|No-three-in-line.png|Definitions and examples of points, lines, etc..}}
{{toc-section|Squares, Rectangles, Parallelograms and Other Polygons|Visibility-polygon.png|Overview of basic polygons.}}
{{toc-chapter|Online Worksheets For This Section}}
{{toc-section|Lines and Line Segment Worksheet|Teaching.png|}}
{{toc-section|Angles and their Properties Worksheet|Teaching.png|}}
{{toc-section|Recognizing Polygons Worksheet|Teaching.png|}}
{{toc-part-end}}

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In ''Key to geometry: Student Workbook 1, Lines and Segments'' the following pages cover the material:
{| 
| Lines: page 3-5 || Pentagons: page 39-40
|- 
| Line segments and polygons: page 6-18 || Hexagons: page 41-42 
|- 
| Intersection Points: page 19-20 || More about polygons: page 43-46
|- 
| Lines, segments and polygons again: page 21 - 25 || '''Accuracy Quiz: page 47'''
|- 
| Lines determined by 2 points: page 26-27 || Rays: page 48
|- 
| Lines and line segments: page 28-32 || Angles: page 49-50
|- 
| '''Vocabulary Quiz: page 33''' || Congruent figures: page 51-53
|- 
| Naming and finding triangles: page 34-38 || '''Practice Test: page 54-55'''
|}



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{{toc-part|Part II|Circles and Arcs}}
<!-- Chapter -->
{{toc-chapter|Basic Concepts}}
{{toc-section|Circles|Circles-square.jpg|Circles and their properties}}
{{toc-section|Arcs|Arc.png|Arcs and their properties.}}
{{toc-chapter|Online Worksheets For This Section}}
{{toc-section|Circles Worksheet|Teaching.png|}}
{{toc-section|Arcs Worksheet|Teaching.png|}}
{{toc-part-end}}

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In ''Key to geometry: Student Workbook 2, Circles'' the following pages cover the material:
{| 
| Drawing Circles: page 3-6 || The Radius of an Arc: page 34-35
|-
| The Center of the Circle: page 7-10 || Comparing segments: page 36-38
|-
| The Radius of the Circle: page 11-13 || Equilateral Triangles: page 39-43
|-
| Intersecting Circles: page 14-16 || Intersecting Circles and Triangles: page 44-46
|-
| Comparing Segments: page 17-23 || Constructing an Equilateral Triangle: page 47-49
|-
| Circles with the Same Segment and Radius: page 24-25 || Constructing Hexagons: page 50-51
|-
| Drawing a Segment Congruent to a Given Segment: page 26-28 || '''Review: page 52-53'''
|-
| Drawing a Circle with Radius Congruent to a Given Segment: page 29-31 || '''Practice Test: page 54-55'''
|-
| Arcs: page 32-33
|}

===Symmetry===
There are two types of symmetry we will look at. <br>
* For reflectional symmetry read: [http://math.slu.edu/escher/index.php/Introduction_to_Symmetry#Reflection_Symmetry| Section about reflectional symmetry] 
* Do the [[Reflectional Symmetry Worksheet]]
* For rotational symmetry read [http://math.slu.edu/escher/index.php/Introduction_to_Symmetry#Rotational_Symmetry| Section about reflectional symmetry]
* Do the [[Rotational Symmetry Worksheet]]

===Tessellations===


===Similarity and Fractals===


===The Sphere===