Introduction to Area and Perimeter
| In this module you will explore concepts and instructional
strategies related to area and perimeter. The objectives for this
module are for you to: |
| Task 1: You have hexagon shaped tables in your school cafeteria. As you set up for the school fair, your Principal tells you that the tables need to share one side with another table. The picture below shows what 3 connected tables would look like. ![]() If you can put one person on each side of the table how many people can you seat when you have 1 table? 2 tables? 3 tables? 4 tables? Do you see a pattern in the number of people that you can seat whenever you add one table? Can you write an equation that finds the number of people that you can seat for any amount of connected tables? Try using this website to help you. The website will not let you arrange them in a straight line, but you can connect the yellow hexagons diagonally-- remember they have to share a side! Put your work in a Word document that you will add to during this whole module. |
| Task
2: Create a rubric to score the task that you just did. Make sure you include points for each part listed above. Examine the student work samples here for the hexagon table task that you did in Task 1. For each work sample, use the rubric to score the work. Using the guide on the right, write two questions for each student. One question should be to check for their understanding. One question should be higher-level (what if...?) to extend the students' thinking. You will add all of this to the Word document above. The document should include your rubric, scores for the 4 work samples and questions for each student. An example of a rubric is here. You may use similar categories if you wish or modify them as you see fit. **Note- you will do the same process for a task from one lesson of your diagnostic project... see details here! |
| Task 3- Area Go to the Area Explorer program.
Directions (here is a separate document for directions to print or open in a new window, if you would like) We are going to explore the following
task: Go to the
Area Explorer program.
What if you had 32 meters of fencing, what dimensions do you think would yield the largest area? Use the website if you need. How large would that area be? Posterous blog: Part 2: |
|
Work due at the end of this module Tasks 1 and 2: Word document submitted through Moodle. 2 parts- your work on the Hexagon task. Your rubric, scores of student work, and questions. Task 3: Add to Word document your work on the Area Explorer task. Post to Posterous. Make sure you are caught up responding to your classmates' posts up until this point. You will not respond to this post until next week.
|