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PERIMETER
PERIMETER 
The perimeter of a shape is the 
distance all the way around its 
edges.
PERIMETER 
The measurements needed to 
calculate a perimeter depend 
on the shape and there are 
many different shapes.
PERIMETER 
In order to find the perimeter of a 
rectangle you must first find the 
length and the width. 
? 
?
PERIMETER 
Length is usually the longest side of 
a rectangle
PERIMETER 
Width is usually the shortest side of 
a rectangle
PERIMETER 
Lets look at a few and see if it’s the 
width or the length. 
If its width put your finger on your 
nose. 
If its length put your hand on your 
head.
PERIMETER
Example 1: the diagram 
represents a pen for Jim’s pigs. 
How much fencing does he need 
to go around the plot? 
4 
m 
4m 
5m 
5m
Here the length is 5m and the 
width is 4m. 
The perimeter of the plot is 
5+4+5+4 =18. 
So he needs 18m of fencing. 
4 
m 
4m 
5m 
5m
Example 2: The diagram 
represents a pond that needs a 
low railing round the boundary. 
Sally is working out the perimeter. 
80cm 
1.2m 
Caution: all measurements used in 
the calculation must be the same 
units.
So we know that 100cm = 1m 
There are 2 zeros so we move 
the decimal point 2 places to the 
left. 
80cm becomes 0.8m 
80cm 
1.2m 
Caution: all measurements used in 
the calculation must be the same 
0.8m
 Now that our numbers all have the same 
units we can add. 
1.2m 
0.8m 
1.2 + 0.8 +1.2 + 0.8 = 4.0 
So the perimeter is 4m. Don’t forget 
to label your answers!
RECTANGLES AND SQUARES 
 In a rectangle the opposite sides are equal, 
so to work out the perimeter of a rectangle 
you just need to know the length and width. 
15cm 
6cm 
What is the length and what is the width?
PERIMETER 
 There are three different methods to finding 
the perimeter. 
 Method 1: add all the numbers together. 
15cm 
6cm 6cm 
15cm 
15 + 6 + 15 + 6 = 42cm
PERIMETER 
 Method 2: Because opposite sides are equal 
you can also work out the perimeter in this 
way: double the length, double the width, 
then add the results together. 
15cm 
6cm 6cm 
15cm 
(15 X 2) + 6 X 2) = 30 + 12 = 42cm
PERIMETER 
 Method 3: The last method just adds the 
length and width then doubles it. 
15cm 
6cm 6cm 
15cm 
15 + 6 = 21 21 X 2 = 42cm
PERIMETER 
 The method you choose is up to you- each 
one will give the same answer. 
 Lets see what you have learned. Find the 
answer to each question. 
 Once you have found the answer put you 
hands on you head like this so I know your 
finished.
PERIMETER 
18m 
6m 
6 + 6 + 18 + 18 = 48 m
PERIMETER 
8cm 8cm 
10cm 
8 + 8 + 10 = 26cm
PERIMETER 
 A square 
10m 
10 X 4 = 40 m
PERIMETER 
 Homework page 59

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W8 l1

  • 2. PERIMETER The perimeter of a shape is the distance all the way around its edges.
  • 3. PERIMETER The measurements needed to calculate a perimeter depend on the shape and there are many different shapes.
  • 4. PERIMETER In order to find the perimeter of a rectangle you must first find the length and the width. ? ?
  • 5. PERIMETER Length is usually the longest side of a rectangle
  • 6. PERIMETER Width is usually the shortest side of a rectangle
  • 7. PERIMETER Lets look at a few and see if it’s the width or the length. If its width put your finger on your nose. If its length put your hand on your head.
  • 9. Example 1: the diagram represents a pen for Jim’s pigs. How much fencing does he need to go around the plot? 4 m 4m 5m 5m
  • 10. Here the length is 5m and the width is 4m. The perimeter of the plot is 5+4+5+4 =18. So he needs 18m of fencing. 4 m 4m 5m 5m
  • 11. Example 2: The diagram represents a pond that needs a low railing round the boundary. Sally is working out the perimeter. 80cm 1.2m Caution: all measurements used in the calculation must be the same units.
  • 12. So we know that 100cm = 1m There are 2 zeros so we move the decimal point 2 places to the left. 80cm becomes 0.8m 80cm 1.2m Caution: all measurements used in the calculation must be the same 0.8m
  • 13.  Now that our numbers all have the same units we can add. 1.2m 0.8m 1.2 + 0.8 +1.2 + 0.8 = 4.0 So the perimeter is 4m. Don’t forget to label your answers!
  • 14. RECTANGLES AND SQUARES  In a rectangle the opposite sides are equal, so to work out the perimeter of a rectangle you just need to know the length and width. 15cm 6cm What is the length and what is the width?
  • 15. PERIMETER  There are three different methods to finding the perimeter.  Method 1: add all the numbers together. 15cm 6cm 6cm 15cm 15 + 6 + 15 + 6 = 42cm
  • 16. PERIMETER  Method 2: Because opposite sides are equal you can also work out the perimeter in this way: double the length, double the width, then add the results together. 15cm 6cm 6cm 15cm (15 X 2) + 6 X 2) = 30 + 12 = 42cm
  • 17. PERIMETER  Method 3: The last method just adds the length and width then doubles it. 15cm 6cm 6cm 15cm 15 + 6 = 21 21 X 2 = 42cm
  • 18. PERIMETER  The method you choose is up to you- each one will give the same answer.  Lets see what you have learned. Find the answer to each question.  Once you have found the answer put you hands on you head like this so I know your finished.
  • 19. PERIMETER 18m 6m 6 + 6 + 18 + 18 = 48 m
  • 20. PERIMETER 8cm 8cm 10cm 8 + 8 + 10 = 26cm
  • 21. PERIMETER  A square 10m 10 X 4 = 40 m