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= **Welcome to measuring in space!** = Space figures are all around us and we use and see them every day. In this unit you will learn how to measure figures in space. We will be describing and defining basic space figures and their characteristics. We will discover how to find the surface area and volume of those various figures. We will be applied our knowledge to figures encounter in everyday life. All the required tasks and activities and resources for each lesson are posted on the class Wiki. During the unit you will be required to answer 4-5 discussion questions posted on the class wiki pages. You are encouraged to use the Wiki as a review tool, to work ahead, and/ or catch up when absent.

Finally as always Bring with you…….. Lots of enthusiasm and motivation! For this is mathematics! The course you are study is full of interesting and challenging concepts. If at any time you are having difficulty with the material, feel free to ask questions and get answers. I am looking forward to the days to come. **Mrs. Tabbert**

**__Course Outline__** Geometry course content outline: //(The unit will have various component of each subsection online)// =Make sure to download Geogebra - a free graphing software to view and complete various activities.= = = =include component="comments" page="home" limit="10"=
 * Geometry Foundations
 * Points, lines, angles, segments, and planes
 * Segments, rays, parallel lines, and planes
 * Logic & Reasoning
 * Using patterns and inductive reasoning
 * Good definitions
 * Using deductive reasoning
 * Proofs
 * Construction
 * Congruent
 * Perpendicular
 * Bisect
 * Constructing parallel and perpendicular lines
 * Coordinate Geometry
 * Midpoint
 * Measuring in the plane
 * Triangle theorems
 * Figures
 * Polygons
 * Quadrilaterals
 * Triangles (Congruency and similarity, Right Triangles, and Trigonometry)
 * Circles
 * Solids
 * Introduction to Solids
 * Representing solids (nets)
 * Surface area and volume of prisms and cylinders
 * Surface area and volume of pyramids and cones
 * Surface area and volume of spheres
 * Surface area and volume of composite figures
 * Geometric Probability
 * Transformations
 * Reflections
 * Translations
 * Rotations
 * Compositions of reflections
 * Symmetry
 * Tessellations
 * Dilations