Perimeter

1. Watch the way perimeter is worked out and complete the problems!
 http://www.beaconlc.org/work/lessons/rrussell/adamant/page1.htm

2. Then go to <this site> and complete the activities. Please click on the "perimeter" box

 http://www.bgfl.org/bgfl/activities/intranet/ks2/ma
ths/perimeter_and_area/index.html

3. Go to Perimeter and click on "Start" More Lessons. You can copy and paste them into Kidpix if you want.
 http://www.learn.co.uk/default.asp?WCI=SubUnit&WCU=4158

4. <Here>, the computer draws shapes and asks for the perimeter. Go to this site -
 http://www.shodor.org/interactivate/activities/permarea/index.html
Make a shape with these areas.    Change the values of the "area" to get the shapes for "perimeter"

4 square units 10 square units 16 square units 5 square units 8 square units 11 square units 3 square units 7 square units 12 square units
Write down the perimeters.
1.  2.  3.  4.  5.  6.  7.  8.  9. 

Please make up 6 of your own. Use the computer. Write down your answers.

           
[If you can't get on the net, you can draw these on the graph paper supplied ............ just ask.] 

5. Interactive problem solving site. Choose "perimeter" and also the "easy" level first. Don't click on Ads.
 http://www.funbrain.com/poly/index.html

You can try the harder levels then!

 

Lesson Plan using "geoboard". With this task, you need to go to the activities on the right side and choose those about perimeter.

 http://matti.usu.edu/nlvm/nav/frames_asid_172_g_2_t_3.html?open=activities
On a geoboard, to find the perimeter of a rectangle you can count the number of spaces between pins along the path of the elastic. To find the area you multiply the number of spaces between pins on two adjacent sides of the rectangle.
 
The smallest rectangle you can make is actually a square with area of 1 and perimeter of 4.
 
See if you can find each of the following:
  Find two rectangles with the same perimeter, but different areas.
Can you find another pair with the same perimeter, but different areas?
  Find two rectangles with the same area, but different perimeters.
How many figures (squares and rectangles) can you create that have a perimeter equal to their area?
 

How many different sized squares and rectangles can be made on the geoboard (no diagonals!).


This Activity when you have been told its Ok to do so.
Watch the perimeter change and work it out. Just for your information.
 http://dev1.epsb.ca/math14_Jim/math9/strand3/area_rectangles.htm

Webquest on Area And Perimeter
 http://its.guilford.k12.nc.us/webquests/areaperim/areaperim.htm

Additional Resources.

A hotlist on perimeter
 http://www.kn.pacbell.com/wired/fil/pages/listlinksonpa.html
 

 http://www.lewis.k12.mo.us/~msullivan/math.html



From:

 http://www.k111.k12.il.us/king/math.htm

 http://www.internet4classrooms.com/skills_4th.htm

 http://www.hpedsb.on.ca/sg/quinte/interactive_math.htm

 http://www.thecoo.edu/~apeter/math_interactive_sites.htm

 http://www.argotlibrary.com/maths_space.html


 http://herrickses.org/math/

 http://juniorcyberclub.com/home/michaelb/maths.html

 http://www.katy.isd.tenet.edu/pathways/instr_ctr/linkslessons/elem/3rd/ma/3rd_ma.html



Interactive Sites
 http://wblrd.sk.ca/~eirichtlo/gr6/6math.html

 http://www.sms.sevier.org/math.html

 http://www.lewis.k12.mo.us/~msullivan/math.html



Additional Lessons  - may use different units of measurement [ feet, inches, etc.]

A lesson on Perimeter. The lesson includes some problems.
 http://www.mathgoodies.com/lessons/vol1/perimeter.html

A series of lesson plans.
 http://www.mathgoodies.com/lessons/toc_vol1.shtm

Lots of online lessons. Choose the perimeter lessons!
 http://aaamath.com/B/geo.htm

Quizz - but in inches
 http://hbogucki.staffnet.com/cgi-shl/quiz.pl?FILE=perimeter

For additional work, follow this plan.

 Students will need:

1. We are going to use the computers to learn about perimeter, but please do not turn your computers on or go to this page until I ask you to. I want to show you a little about the Shape Explorer applet first.

2. Watch the screen and see if you can understand this discussion about how to find the perimeter for random shapes.

  • Perimeter is the total length around the object. So imagine the grid lines are equal to one step. And imagine the outside edges of the figure are tight ropes. You want to see how many steps it will take you to get all the way around the edge. The number of steps would be the perimeter.
  • Once we have calculated the perimeter we will put our answer in the perimeter input box and click the check answer button. For now, ignore the area input box.

3. Collect the Worksheet to Accompany the "Perimeter Explorer" Applet  now and complete it.

The Perimeter Explorer is here. Click on the blue writing.


Wayne
August 2003
 

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Wayne
Update
August  2005