I would have chosen the second approach, but it can be a little too content and objective specific. As such, I felt if I created more specific questions/tasks for the students to answer/perform I may run into problems with differences in students' performing the task accurately and/or correctly. Bottom line, I did not want to get any misconceptions of what my students may or may not have background knowledge in.
The deficit of approach 2 led me then to use approach 1 because all I want is a general overview of what the students' background knowledge is and what prerequisite knowledge they may have to be successful in the unit.
These are the questions I will ask:
- *What is a rectangle? "Draw a rectangle."
- How many sides does a rectangle have?
- Sort these shapes into groups any way you want.
- How many rectangles can you can fit into this shape?
- Where in the real-world (around the classroom) have you seen rectangles?
- *What is symmetry? "Make this shape on the other side of the line."
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