
Find the Net of a Geometric Figure
Presentation
•
Mathematics
•
6th Grade
•
Hard
Joseph Anderson
FREE Resource
9 Slides • 25 Questions
1
6.G.A.1

2
Recognize that surfaces of some three-dimensional (3-D) shapes are composed of two-dimensional (2-D) faces or polygons
Use a net to represent a 3-D figure (polyhedron)
Use a net to determine the surface area of a polyhedron made up of rectangles and triangles
3
Polyhedron: a closed, 3-D shape with flat sides.
Base: the face of a geometric figure from which the height can be measured, refer to a face of a polyhedron.
face: each flat side of a polyhedron
net: a flat "unfolded" representation of a prism or pyramid
surface area: the sum of all areas of the faces of a figure
prism: type of polyhedron that has two bases that are identical copies of each other.
pyramid: type of polyhedron whose one base is a polygon and whose other faces are triangles.
triangular pyramid: a 3-D figure that has two parallel triangular faces that are the same size and shape
4
What do we remember about area?
5
Multiple Choice
Area is...
the space inside of an object
the space around an object
6
Multiple Choice
What is the formula for the area of a parallelogram?
A=2bh
A=bh
A=21bh
7
Multiple Select
What is the formula for the area of a triangle? select all that apply
A=2bh
A=bh
A=21bh
A=hb
8
Fill in the Blanks
Find the area. Write the number only.
9
Fill in the Blanks
Find the area. Write the number only
10
Multiple Choice
Which number is NOT needed to solve the problem?
10 in
8 in
1 ft
all numbers are needed
11
Fill in the Blanks
Find the area. Write the number only
12
13
Fill in the Blanks
If we are going to fold the net how many faces does the polyhedron have?
14
15
​
16
17
18
Multiple Choice
Rectangular Prism
Rectangular Pyramid
Cube
Square Prism
19
Multiple Choice
What do you call the flat surface of a 3-Dimensional figure?
Pyramid
Prism
Net
Area
20
Multiple Choice
Which of the following is a cube?
21
Multiple Choice
Which of the following is a pyramid?
22
Multiple Choice
Which of the following is true to a pyramid?
It has one base and all faces are equal faces
It has one base and all faces are triangle
All bases are triangle and one face
23
Multiple Choice
Rectangular Prism
Triangular Prism
Triangular Pyramid
Cube
24
Multiple Choice
In a rectangular prism, how many faces are there?
5
4
3
6
25
Multiple Choice
Cone
Triangular Prism
Square Pyramid
Cube
26
Multiple Choice
Triangular Pyramid
Hexagonal Pyramid
Octagonal Pyramid
Cube
27
Multiple Choice
Which of the following cannot be folded into CUBE?
28
Multiple Choice
What is the name of the 3-D figure shown?
rectangular pyramid
square pyramid
rectangular prism
square prism
29
Multiple Choice
If you fold the given net into 3-D figure, what will be the result?
cube
rectangular prism
rectangular pyramid
rectangular net
30
Multiple Choice
1248 cm²
704 cm²
624 cm²
512 cm²
31
Multiple Choice
What is the surface area of the cube?
12 cm2
36 cm2
24 cm2
64 cm2
32
Multiple Choice
The side length of a cube is 3 in. What is true about the surface area of the cube?
The cube has 4 surfaces that each have an area of 6 square units, so the total surface area is 24 square units.
The cube has 6 surfaces that each have an area of 6 square units, so the total surface area is 36 square units
The cube has 4 surfaces that each have an area of 9 square units, so the total surface area is 36 square units.
The cube has 6 surfaces that each have an area of 9 square units, so the total surface area is 54 square units.
33
Fill in the Blanks
The net for a rectangular prism has three pairs of rectangles: 3 units by 8 units, 2 units by 6 units, 2 units by 4 units. What is the surface area, in square units, for this prism?
Type answer...
34
Multiple Choice
Vignesh is calculating the surface area of the prism whose net is given.
He performs the following steps:
1. There are two faces that each have an area of 6×4=24 square units.
2. There are two faces that each have an area of 6×6=36 square units.
3.There are two faces that each have an area of 3×4=12 square units.
4. The total surface area of the prism is 108 square units.
In which step did Vignesh first make a mistake?
Step 1
Step 2
Step 3
Step 4
6.G.A.1

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