Level 1: Knowledge/Comprehension |




- How do you find the perimeter of a figure? [Count the units around the outside of the figure.]
- What is the perimeter of figure C? [22 units]
- Which figure has the greatest perimeter? [C]
- Which figure has the least? [D]
- Which two figures have the same perimeter? [A & B] Are their areas the same? [No, Figure A's area is 25 sq. units but Figure B's area is 24 sq. units.]
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Level 2: Application/Analysis |
- Julia is building a square picture frame for her school photo. The frame has a perimeter of 16 units. Draw the picture frame on the grid below
- What is the length of each side? [4 units]

- If she enlarges her picture frame by 1 unit on each side, what will the new perimeter be? [20 units] Explain why your answer is correct. [By adding one unit to each side, the length of each side is now 5 since 4 + 1 = 5. The perimeter becomes 20 units since 5 + 5 + 5 + 5 = 20.]
- What if she enlarges the picture frame by 2 units? By 3 units?
2 Units: [Increasing each side by 2 units makes the perimeter 24 units.
4 + 2 = 6 6 + 6 + 6 + 6 = 24]
3 Units: [Increasing each side by 3 units makes the perimeter 28 units.
4 + 3 = 7 7 + 7 + 7 + 7 = 28]
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Level 3: Synthesis/Evaluation |
- David is making business magnets for his lawn mowing business. The business cards have a perimeter of 24 units. On grid paper, draw at least 4 different ways that David's business cards could look.
Answers:

- David wants his business magnets to really show up and have the largest area. Which rectangle should he choose? [The 6 unit × 6 unit square]
- David decided he wanted the perimeter of his business magnets to be 40 units and have the largest area. What are the dimensions of the new magnet? [A 10 unit × 10 unit square]
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