UNIT SELF-TEST QUESTIONS NAME DATE The Unit Organizer BIGGER PICTURE LAST UNIT /Experience CURRENT UNIT NEXT UNIT UNIT SELF-TEST QUESTIONS is about... UNIT RELATIONSHIPS UNIT SCHEDULE UNIT MAP 1 3 2 4 5 6 7 8 Geometry Two-Dimensional Figures 3-D Models (Figures) Statistics/Probability solving problems involving solid figures by constructing by investigating Formulas Models by computing by computing Surface Area Volume Constructing Investigating Comparing Applying Computing How do you correctly use surface area and volume in real life situations? How do you construct a 3-D model? How are the formulas for the volume of cones and pyramids similar and how are they applied in real life situations? How does changing one dimension of a prism effect the volume and/or surface area?

The Unit Organizer Surface Area Models Formulas Volume 3-D Models NAME DATE The Unit Organizer SELF-TEST QUESTIONS NEW UNIT Expanded Unit Map is about... 9 10 3-D Models Solving problems involving solid figures by computing by constructing Surface Area Models by investigating by computing Formulas Volume From 2D views and nets The total area of the exterior surfaces of a 3D figure showing When a dimension of a prism changes, the volume changes by that scale factor. Top/bottom The measure of the amount of space inside a solid figure or the amount a container can hold Measured in square units Front/back When a dimension of a prism changes, the surface area formula changes according to the given part. Use surface area formulas sides Measured in cubic units Cone vs. Pyramid Use volume formulas

UNIT SELF-TEST QUESTIONS NAME DATE The Unit Organizer BIGGER PICTURE LAST UNIT /Experience CURRENT UNIT NEXT UNIT UNIT SELF-TEST QUESTIONS is about... UNIT RELATIONSHIPS UNIT SCHEDULE UNIT MAP 1 3 2 4 5 6 7 8 Geometry 3-D Models (Figures) solving problems involving solid figures by constructing by investigating by computing by computing Constructing Investigating Comparing Applying Computing How are the formulas for the volume of cones and pyramids similar and how are they applied in real life situations? How does changing one dimension of a prism effect the volume and/or surface area?

Solving problems involving solid figures NAME DATE The Unit Organizer SELF-TEST QUESTIONS NEW UNIT Expanded Unit Map is about... 9 10 3-D Models Solving problems involving solid figures by investigating by constructing by computing by computing