School Improvement in Maryland

Using the State Curriculum: Mathematics, Grade 3

Algebra | Geometry | Measurement | Statistics | Probability | Number | Processes

Higher Order Thinking Skills: The higher order thinking skills shows examples of questions for this concept at various levels of cognitive demand.

Standard 3.0 Knowledge of Measurement

Topic C. Applications in Measurement

Indicator 1. Apply measurement concepts

Objective a. Estimate and determine the perimeter of geometric figures and pictures on a grid

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.]

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]

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]

/instruction/thinking_skills/mathematics/grade3/xml/3C1a.xml
Resources for Objective 3.C.1.a:
Lesson Seeds | THINKING SKILLS | Sample Assessments | Public Release Items |