1.
L.O.: To calculate and compare areas of squares and rectangles using standard units.
Success Criteria:
I can calculate the perimeter of square and rectangles.
I can calculate the area of squares and rectangles.
I can compare areas of squares and rectangles using standard units.

2. AFL q: Complete independently:
What is perimeter? How do we calculate the perimeter of a shape?

3. What is area? The amount of space that a figure encloses
The number of square units that covers a shape or figure.
It is two-dimensional
It is always answered in square units

4. Area of a square
S is the side
Area= side x side
A= s x s

5. Area of a rectangle b is the base(w is the width)
h is the height(l is the height)
Area= base x height (length x width)
A= b x h (l x w)

6. Find the area of a square using the formula
To find the area of a square, multiply the side x side
Area = side x side
Area = 3 m x 3 m
The area is 9 m2
3 m
3 m

7. Find the area of the rectangle using the formula
To find the area of a rectangle, multiply the base x height.
Area= base x height
The base= 6 m
The height=2 m
Area=6 m x 2 m
The area is 12 m2
2 m
6 m

8. What is the area of this figure?
It is a square
Formula for the area of a square is side x side
Side= 17 m
Area= 17 m x 17 m
A= 289 m2
17 m.
17 m

9. What is the area of this figure?
It is a rectangle
Formula for the area of a rectangle is length x width
Length= 8m
Width= 3 m
Area= 8 m x 3 m
A=24 m2
8 m
3 m

10. What is the area of this figure?
It is a square
Formula for the area of a square is side x side
Side= 12 cm
Area= 12 cm x 12 cm
A= 124cm2
12 cm
12 cm

11. What is the area of this figure?
It is a rectangle
Formula for the area of a rectangle is length x width
Length= 13 cm
Width= 4 cm
Area= 13 cm x 4 cm
A= 52 cm2
13 cm
4 cm

12. What is the area of this figure?
7 cm
It is a rectangle
Formula for the area of a rectangle is length x width
Length= 16 cm
Width= 7 cm
Area= 16 cm x 7 cm
A= 112 cm2
16 cm

13. Main task: Red: Page 65 independently. Extension: Think q.
Yellow/Blue: pg 65 q1-7 ws
Green: Page 64 independently

14. AFL q: Complete independently:

15. Plenary: What is a polygon? What is a quadrilateral?
How would you find their area and perimeter?

16. I can find the area of an regular compound shape.
L.O.: To estimate the area of irregular shapes using standard units
Success Criteria:
I can find the area of an regular compound shape.
I can find the area and perimeter of a regular compound shape.
I can find the area of an irregular shape using non-standard units.

17. AFL q: Attempt independently:
L.O.: To estimate the area of irregular shapes using standard units
AFL q: Attempt independently:

18. Revision discussion: What is area?
What was the formula for finding the area of a square and a rectangle?
Today we will be finding the area of irregular shapes.
Open page 66:
Let’s try q 4 and 5 together.
Now work in pairs to complete q 6 and 7.

19. Main task 1: Red: q1-6 & think q Yellow/Blue: q 1-6 independently
Green: Q1-3 ws
10-15 min.

20. L.O.: To estimate the area of irregular shapes using standard units
Watch clip on how to calculate area of irregular shapes using square paper.
cmKfU

21. Irregular shapes main task 2: Page 66 Q 1-3
Red: Complete independently. Extension: Use square paper to estimate the area of their hand.
Yellow/Blue: Attempt independently.
Green: ws

22. AFL q: Re-attempt independently:
Plenary:
AFL q: Re-attempt independently:

23. L. O. : To recognise and estimate volume and capacity using ccs and ml
Success Criteria:
I understand that 1cm3 is the same as 1ml.
I can find the volume and capacity of a container.
I can estimate and order containers based on their capacity.

24. L. O. : To recognise and estimate volume and capacity using ccs and ml
Starter:
I have a swimming pool which has a capacity of 40,000 litres – it is half full, so has 20,000 litres of water in it.
I put an elephant in the swimming pool whose volume is 5000 litres.
What is the new volume in the swimming pool?
How many elephants can I fit in the swimming pool before it overflows.

25. 40,000
20,000
Litres

26. 40,000
Litres
20,000

27. Oh No Overflow!!!

28. Challenge: What is the difference between volume and capacity?
TTYP: Mind-map:
Volume
Capacity
Challenge: What is the difference between volume and capacity?

29. The difference between volume and capacity:
Capacity: The amount of liquid a container is capable of holding.
Volume: How much liquid is actually in a container.

30. Length
Length is measured in mm, cm, m or km.
1cm

31. Area Area is measured in mm2 , cm2, m2 or km2 3cm 1cm2 8cm
Area = length x width
Area = 8 x 3 = 24 cm2
1cm
1cm
1cm2

32. Volume Volume = length x width x height Volume = 4 x 4 x 4 = 64cm3 1cm
Volume is measured in mm3, cm3, m3 or km3
Why do you think this is?
Volume = length x width x height
Volume = 4 x 4 x 4 = 64cm3
4cm
4cm
4cm
1cm
1cm
1cm
1cm3

33. Find the volume of these cuboids
10cm
6cm
4cm
3cm
2cm
2cm
V = l x w x h
V = 6 x 3 x 2 = 36cm3
V = l x w x h
V = 10 x 4 x 2 = 80cm3

34. Find the volume of these shapes
8cm
4cm
5cm
5cm
5cm
2cm
V = l x w x h
V = 8 x 2 x 5 = 80cm3
V = l x w x h
V = 5 x 4 x 5 = 100cm3

35. INVESTIGATION: What could be the measurements of this cuboid?
The length, width and height of a cuboid are all whole numbers of cm.
Its volume is 48cm3. How many different sets of dimensions can you find?
12 x 4 x 1
8 x 6 x 1
8 x 3 x 2
6 x 4 x 2
4 x 4 x 3
48 x 1 x 1
24 x 2 x 1
16 x 3 x 1
12 x 2 x 2

36. What could be the measurements of this cuboid?
The length, width and height of a cuboid are all whole numbers of cm. Its volume is 72cm3. How many different sets of dimensions can you find?
12 x 3 x 2
9 x 8 x 1
9 x 4 x 2
8 x 3 x 3

37. Main task: Red: Page 70 and 71 independently.
Extension: Following ppt slides.
Blue: pg 70 and pg 71 (q 1-3)
Yellow: Pg 70
Green: Pg 70 ws

38. Ext: Find the missing lengths
?cm
?cm
2cm
Volume =36cm3
Volume =70cm3
5cm
2cm
V = l x w x h
36= l x 2 x 2
36 = l x 4
l =9cm
V = l x w x h
70 = l x 2 x 5
70 = l x 10
l = 7cm
2cm

39. Ext: Find the missing lengths
Volume =72cm3
?cm
?cm
5cm
Volume =140cm3
9cm
4cm
2cm
V = l x w x h
140= l x 5 x 4
140 = l x 20
l =7cm
V = l x w x h
72 = l x 2 x 9
72 = l x 18
l = 4cm

40. Ext: Find the edge A cube has a volume of 64cm3.
What is the length of one edge?
4cm
(4 x 4 x 4=64)

41. Ext: Find the edge A cube has a volume of 125cm3
What is the length of one edge?
5cm
(5 x 5x 5=125)

42. Ext: Find the volume
From the areas of the faces, work out the length, width & height.
Then calculate the volume.
10 x 3 x 2 = 60cm3
30cm2
6cm2
20cm2

43. Challenge: Find the volume
From the areas of the faces, work out the length, width & height.
Then calculate the volume.
40cm2
8 x 5 x 4 = 160cm3
20cm2
32cm2

44. Finding the volume of compound shapes.
Split up the shape first.
4cm
10cm
6cm
5cm
4cm
V = l x w x h
v= 10 x 4 x 4=160cm3
v= 10 x 5 x 6=300cm3
Total volume = = 460cm3
4cm
9cm
6cm
10cm

45. Finding the volume of irregular shapes.
Part fill a measuring cylinder.
Measure the water.
Lower object into the water
Measure new level.
Volume = 70 – 50 = 20cm3
70cm3
50cm3

46. Find the volume of this irregular shape.
83cm3
50cm3
Volume = 83 – 50 = 33cm3

47. Find the volume of this irregular shape.
The container below is ⅓ filled with water.
An object is lowered into the water and the container is now ½ full. What is the volume of the object?
6cm
5cm
10cm
Volume = 150 – 100 = 50cm3

48. Plenary: ty

49. L.O.: To use knowledge of measurement to solve problems. 18.5.17
Success criteria:
I understand length word problems only.
I can use RUCSAC to solve some measures word problems.
I can use RUCSAC to solve all measures word problems.

50. Starter: AFL q: Complete independently.

51. Warm-up:
10 min challenge!
Page 72 textbook

52. How do we solve word problems?

53. Let’s try this one together…
Khaled wants to fill a bucket with water.
A bucket holds 6 litres.
A jug holds 500 millilitres.
How many jugs of water does Khaled need to fill an empty bucket?
How would I begin to solve this problem?

54. Main task:
Worksheet.
Decide how confident you feel about measures (capacity, volume, length) and choose your own starting point.

55. Challenge:
Textbook: Page 69
Find the missing lengths and perimeters.

56. Plenary:
TTYP: Which do you think has the greater capacity, the water feature at the Grand mosque or the fountains at Emirates palace?