Question 1

Mr. Flores wanted to replace the carpet in his living room and hallway with laminate flooring. What is the total area that needs to be recovered?

Accepted Answer

27 $ m^2 $

Answer

18 $ m^2 $

Answer

21 $ m^2 $

Answer

24 $ m^2 $

Question 2

The space occupied by a flat shape or the surface of an object.

Accepted Answer

Area

Answer

Volume

Answer

Perimeter

Answer

Length

Question 3

What will you use if you are looking for the space bounded by a rectangle?

Accepted Answer

L x W

Answer

2(l + w)

Answer

$ \frac{B x H}{2} $

Answer

$ s^2 $

Question 4

What will you use if you are looking for the space occupied by a circle?

Accepted Answer

$ πr^2 $

Answer

$ πr^2 $ h

Answer

$ πr^2 $

Answer

https://uploads.quizalize.com/da0daa63-1105-4146-863b-1a9d80d63bf7/question/9368e123f0a5bc681e14c93a858a6e196e918598.png

Question 5

Which of the following is NOT a unit of measure used for area of a flat shape?

Accepted Answer

cu. meter

Answer

$ cm^2 $

Answer

sq. meter

Answer

$ ft^2 $

Question 6

What is the area of a triangle whose base is 4 cm, and the height is 8 cm?

Accepted Answer

16 sq. cm

Answer

32 sq. cm.

Answer

2 sq. cm.

Answer

64 sq. cm

Question 7

Find the area of the figure :

Accepted Answer

80 sq. in.

Answer

144 sq. in.

Answer

64 sq. in.

Answer

48 sq. in.

Question 8

Find the area of the shaded region in the figure:

Accepted Answer

24 sq. cm

Answer

49 sq. cm

Answer

25 sq. cm

Answer

12 sq. cm.

Question 9

What formula will you use to obtain the area of the figure shown:

Accepted Answer

https://uploads.quizalize.com/da0daa63-1105-4146-863b-1a9d80d63bf7/question/96bc6ca535b5f64c64acf6deab47599ed3cb7d89.png

Answer

$ πr^2 $  and $ \frac{b x h}{2} $

Answer

$ πr^2 $  and $ s^2 $

Answer

https://uploads.quizalize.com/da0daa63-1105-4146-863b-1a9d80d63bf7/question/fd95e1b398bef669fcc089bf2ca1496189c511c9.png

Question 10

The front of shoe warehouse in Marikina needs to be
painted. The total area except for the door will be
painted. The door is 1.5 meters high and 2 meters
wide. How many square meters of paint will be needed?

Accepted Answer

7.85 $ m^2 $

Answer

8.75 $ m^2 $

Answer

16.6 $ m^2 $

Answer

10.85 $ m^2 $

Question 11

A Grade Six student drew the shape to the right using
two identical 3-inch by 8-inch rectangles and a right
triangle. Find the area of the composite figure he
created.

Accepted Answer

68 sq. inches

Answer

48 sq. inches

Answer

20 sq. inches

Answer

24 sq. inches

Question 12

Click Show Reading Text:                     Name of the Figure: triangle

Accepted Answer

$ \frac{bh}{2} $

Answer

https://uploads.quizalize.com/da0daa63-1105-4146-863b-1a9d80d63bf7/question/f49785446f918dc9f7bde54d971572a9dfb7dc80.png

Answer

$ πr^2 $

Question 13

Click Show Reading Text:                     Name of the Figure: Circle

Accepted Answer

$ πr^2 $

Answer

$ \frac{bh}{2} $

Answer

https://uploads.quizalize.com/da0daa63-1105-4146-863b-1a9d80d63bf7/question/f49785446f918dc9f7bde54d971572a9dfb7dc80.png

Question 14

Click Show Reading Text:                     Name of the Figure: Trapezoid

Accepted Answer

https://uploads.quizalize.com/da0daa63-1105-4146-863b-1a9d80d63bf7/question/d86762ce78758092ab876b1f6c16daf66e22b84b.png

Answer

$ πr^2 $

Answer

$ \frac{bh}{2} $

Question 15

Click Show Reading Text:                     Name of the Figure: Square

Accepted Answer

$ s^2 $

Answer

lw

Answer

$ \frac{bh}{2} $

Answer

$ πr^2 $

Question 16

Click Show Reading Text:                     Name of the Figure: Rectangle

Accepted Answer

lw

Answer

$ πr^2 $

Answer

$ \frac{bh}{2} $

Answer

$ s^2 $

Question 17

Click Show Reading Text:                     Solve the problem from the figure given, choose the correct answer from the choices.

Accepted Answer

11$ in^2 $

Answer

69$ ft^2 $

Answer

49.72 $ ft^2 $

Answer

146.14 $ cm^2 $

Question 18

Click Show Reading Text:                     Solve the problem from the figure given, choose the correct answer from the choices.

Accepted Answer

69$ ft^2 $

Answer

146.14 $ cm^2 $

Answer

11$ in^2 $

Answer

49.72 $ ft^2 $

Question 19

Click Show Reading Text:                     Solve the problem from the figure given, choose the correct answer from the choices.

Accepted Answer

146.14 $ cm^2 $

Answer

49.72 $ ft^2 $

Answer

69$ ft^2 $

Answer

11$ in^2 $

Question 20

It is a two-dimensional figure made up of basic two-dimensional shapes such as
triangles, rectangles, circles, semi-circles, or squares.

Accepted Answer

Composite Figures

Answer

Shapes

Answer

Polygon

Answer

Solid Figures

Question 21

Calculate the area of the geometric figures shown
in the composite figure at right.

Accepted Answer

247 square meters

Answer

312 square meters

Answer

65 square meters

Answer

182 square meters

Question 22

The 2 figures at the right are made up of the same
triangle, square and rectangle. Which of the
following statement is TRUE?

Accepted Answer

The area of the two figures is equal.

Answer

The area of Figure A is greater than the area of Figure B.

Answer

Cannot be determined.

Answer

The area of Figure A is lesser than the area of Figure B.

Question 23

What will you do to find the area of a composite figure made up of different
overlapping shapes?

Accepted Answer

Subtract the area of the shapes.

Answer

Add the area of the shapes.

Answer

Multiply the area of the shapes.

Answer

Divide the area of the shapes.

Question 24

What will you do to find the area of a composite figure made up of different
shapes without overlapping each other?

Accepted Answer

Add the area of the shapes

Answer

Multiply the area of the shapes.

Answer

Divide the area of the shapes.

Answer

Subtract the area of the shapes.

Question 25

The figure is made up of a rectangle and a triangle with an overlapping area, A.
Which of the following gives the total area of the figure?

Accepted Answer

Area of the rectangle + Area of the triangle - A

Answer

Area of the rectangle + Area of the triangle

Answer

Area of the rectangle + Area of the triangle + A

Answer

Area of the rectangle + Area of the triangle – 2 × A

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