1. Rotational and reflective symmetries : center of rotation lines of reflection
2. Use isometric grid paper to sketch 3D shapes given 2D views.
3. Make scale drawings using a center of dilation
4. Find scale factors given relationships (i.e., surface area, volume); and given scale factors find other relationships.
5. Construction of perpendicular bisectors, angle bisectors, perpendicular lines from point to a line, etc.
6. Name the single rigid motion given a transformation.
7. Determine the area of unusual shapes on a GeoBoard (dot paper).
9. Make and use a contingency table to determine probability of events.
10. Determine theoretical probability for the events on a spinner and explain how you would find the experimental probability for an outcome.
11. Determine the probability number for each branch of a tree diagram and for specific outcomes.
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