Perimeter and Area |
Objective
Examine the relationship between perimeter and area |
Vocabulary: Define these
terms using the web pages listed below.
perimeter, area, square, rectangle, parallelogram, polygon |
Go to
http://www.aaamath.com/geo.html
Click on the following:
Complete your math worksheets by writing an explanation of how to find each of the above. After writing your explanation complete the interactive practice and challenge game and record your score on the math worksheet. |
More Practice |
The distance around a plane around a polygon or plane geometric figure is called the perimeter. To find the perimeter of any quadrilateral or polygon add the lengths of its sides. For quadrilaterals with congruent sides, you can use a formula to find the perimeter. |
Rectangle
P = 2 (l + W)
P = 2(8 + 2) = 20 P = 20 cm
|
Parallelogram
P = 2(b + s)
P = 2(24 + 6) = 60 P = 60 m
|
Equilateral Triangle P
= 3s
P = 3 * 8 = 24 P = 24 cm
|
Find the perimeter of each figure. |
(1) | (2) | (3) | (4) |
Remember to ask Ms.Painter for the password! |
|
1)
P = 2(12 + 9) = 42 P = 42 cm |
2)
P = 4(5) = 20 P = 20 m |
3)
P = 6(1.5) = 9 P = 9 cm |
4)
P = 3.1 + 6.8 + 7.2 = 17.1 P = 17.1 cm
|