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Introduction to Area

Total questions: 15

Worksheet time: 31mins

Name
Class
Date
1.

What does AREA mean?

a)

the distance around a shape

b)

half the distance around a shape

c)

the amount of space outside a shape

d)

the amount of space inside a 2D shape

2.

When we calculate the AREA of a shape, what do we need to add to the end of the unit?

a)

unitunit

b)

unit3unit^3

c)

unit2unit^2

d)

unit1unit^1

3.

What is the AREA of the SQUARE?

a)

3 sq units

b)

6 sq units

c)

12 sq units

d)

9 sq units

4.

What is the AREA of the SQUARE?

a)

15 sq units

b)

25 units

c)

20 units

d)

25 sq units

5.

What is the AREA of a SQUARE with a length of 4 cm?

a)

1 cm2cm^2

b)

16 cm2cm^2

c)

2 cm2cm^2

d)

8 cm2cm^2

6.

What is the AREA of the RECTANGLE?

a)

8 square units

b)

9 square units

c)

10 square units

d)

12 square units

7.

What is the AREA of the RECTANGLE?

a)

5 sq units

b)

6 sq units

c)

6 units

d)

none of the above

8.

What is the AREA of the RECTANGLE?

a)

12 units

b)

8 units

c)

8 sq units

d)

12 sq units

9.

What is the AREA of the shaded RECTANGLE?

a)

4 square units

b)

6 square units

c)

10 square units

d)

2 square units

10.
How would you find the AREA of a RECTANGLE?
a)
1/2 (Length x Width)
b)
Length x Width
c)
Length x Length
d)
Width x Width
11.

What is the AREA of the RECTANGLE?

a)

15 cm2

b)

15 cm

c)

2

d)

16 cm

12.

What is the AREA of the RECTANGLE?

a)

40 cm2cm^2

b)

13 cm2cm^2

c)

26 cm2cm^2

d)

25 cm2cm^2

13.

To calculate the amount of carpeting needed for your bedroom, which of the following should you find:

a)

Area

b)

Perimeter

c)

Surface

d)

Volume

14.

Adam was painting a wall in his room. The wall was 4 feet wide and 4 feet tall. What is the area of the wall he has to paint?

a)

16 ft2ft^2

b)

8 ft2ft^2

c)

12 ft2ft^2

d)

4 ft2ft^2

15.

Mrs. Davis covered the classroom with new carpet. The area of the classroom was 96 ft2ft^2   and the width was 8 feet. What is the length of the classroom?

a)

12 feet

b)

768 feet

c)

88 feet

d)

16 feet