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PREPARED BY: JOAN MAGCONGEY
Let’s find the area of this
surface. Each square is equal
to one foot.
1 2
3
4 5 6 7 8
9 10 11 12 13 14
15
15 square feet
Area is the amount
of surface space
that an object has.
Count the
number of
green squares
to determine
the area of
this surface.
What is the
area?
The area is
equal to 9
square units.
Try thisTry this
one!one!
1
5
2
4
7
3
6
8 9
Find the area of the squares using the
formula A = s2
.
A. B.
D.C.
A = 16 cm2
A = 25 sq. in.
A = 49 m2 A = 81 sq. ft.
Area of a Square
the formula for the
area of a square is: A =
s x s or A = s2
Area of a Rectangle
The formula for
the area of a
rectangle is:
A = l x w
Find the area of the rectangles
using the formula A = l x w.
A. B.
D.
C.
A = 24 cm2 A = 77 sq. in.
A = 140 mm2 A = 48 sq. ft.
Find the area of the figures.
A. B.
D.
C.
A = 16 sq. units
A = 27 sq. units
A = 30 sq. units A = 8 sq. units
Perimeter is the
distance around the
outside of an object.
Perimeter = 24 feet
Let’s find the perimeter of this surface. Each
square is equal to one foot.
Count the number of sides.
Count the
number of sides
to determine
the perimeter
of this flat
object.
The
perimeter is
equal to ?.
12 units
Two neighbors build swimming
pools. This is what the pools
look like.
Family A Family B
Which family
has the pool
with the bigger
swimming area?
Let’s do these problems together.
Area = 8 Area = 7
Perimeter = 12 Perimeter = 14
Answer: Family A
APPLICATION:
The students will measure
the perimeter of each
polygons from
yesterday’s activity using
their ruler and write
them down on their
student’s handbook
AFTERNOON SESSION:
Field work
Students will go out and measure
the perimeters of the canteen's
table, covered court, and stage.
EACH GROUP REPRESENTATIVES WILL
SHARE THEIR DATA.
worksheet
PERIMETER AND AREA
PERIMETER AND AREA

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PERIMETER AND AREA

  • 1. PREPARED BY: JOAN MAGCONGEY
  • 2. Let’s find the area of this surface. Each square is equal to one foot. 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 15 square feet Area is the amount of surface space that an object has.
  • 3. Count the number of green squares to determine the area of this surface. What is the area? The area is equal to 9 square units. Try thisTry this one!one! 1 5 2 4 7 3 6 8 9
  • 4. Find the area of the squares using the formula A = s2 . A. B. D.C. A = 16 cm2 A = 25 sq. in. A = 49 m2 A = 81 sq. ft.
  • 5. Area of a Square the formula for the area of a square is: A = s x s or A = s2
  • 6. Area of a Rectangle The formula for the area of a rectangle is: A = l x w
  • 7. Find the area of the rectangles using the formula A = l x w. A. B. D. C. A = 24 cm2 A = 77 sq. in. A = 140 mm2 A = 48 sq. ft.
  • 8. Find the area of the figures. A. B. D. C. A = 16 sq. units A = 27 sq. units A = 30 sq. units A = 8 sq. units
  • 9. Perimeter is the distance around the outside of an object.
  • 10. Perimeter = 24 feet Let’s find the perimeter of this surface. Each square is equal to one foot. Count the number of sides.
  • 11. Count the number of sides to determine the perimeter of this flat object. The perimeter is equal to ?. 12 units
  • 12.
  • 13. Two neighbors build swimming pools. This is what the pools look like. Family A Family B Which family has the pool with the bigger swimming area? Let’s do these problems together. Area = 8 Area = 7 Perimeter = 12 Perimeter = 14 Answer: Family A
  • 14. APPLICATION: The students will measure the perimeter of each polygons from yesterday’s activity using their ruler and write them down on their student’s handbook
  • 15. AFTERNOON SESSION: Field work Students will go out and measure the perimeters of the canteen's table, covered court, and stage. EACH GROUP REPRESENTATIVES WILL SHARE THEIR DATA. worksheet