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Intro to Polyhedrons

Intro to Polyhedrons

Assessment

Presentation

Mathematics

6th - 8th Grade

Easy

CCSS
2.G.A.1, 6.G.A.4, 1.G.A.1

Standards-aligned

Created by

Jessica McGregor

Used 3+ times

FREE Resource

15 Slides • 19 Questions

1

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Polygons

  • The word polygon means “many angles.” ​Poly = many; gon = angle

  • ​They are 2-dimensional shapes.

  • ​The sides are straight lines.

  • ​Non of the line segments can cross one another

  • ​The shape is “closed,” that is, all the lines are connected

2

Regular Polygons


Equal sides and equal angles

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3

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Any polygon that is not regular (uneven sides)

Irregular Polygon

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4

Multiple Choice

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What is a polygon?
1
A closed figure made up of straight line segments
2
An open figure made up of straight line segments
3
A closed figure made up of curved edges
4
An closed figure made up of crossed line segments

5

Multiple Select

Which one is not a polygon?

1
2
3

6

Multiple Choice

Which one is a polygon?

1
2

7

Multiple Choice

A polygon is regular if....

1

All angles are equal and all sides are equal

2

Only all sides are equal

3

Only all angles are equal

4

All sides have different measurements

8

Multiple Choice

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Name this polygon.

1

hexagon

2

pentagon

3

trapezoid

4

octagon

9

Multiple Choice

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Name this polygon.

1

quadrilateral

2

triangle

3

hexagon

4

heptagon

10

Polyhedrons and Nets

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11

Building blocks

​A single point is just a point.

We can use two points to create a line.

​We can use lines to create a square

​We can use squares to create a cube.

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12

What is a "dimension"?

A dimension is a direction we can measure in such as ...

​How tall is it?

​How wide is it?

​How thick is it?

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13

What about 2-dimensions and 3-dimensions?

A 2-dimensional object can be measured in two directions

​(height and width).

​A 3-dimensional object can be measured in three directions (height, width, depth).

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For this lesson, we are going to look at 2-dimensional shapes ...

14

9.1 Polyhedrons

A polyhedron is a 3D figure that is formed by polygons.


Examples of polyhedrons include a cube, prism, or pyramid. Non-polyhedrons are cones, spheres, and cylinders because they have sides that are not polygons.

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15

Multiple Choice

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Which two figures are NOT polyhedra?

1

A and B

2

B and C

3

D and A

4

C and E

16

Prisms vs. Pyramids

A prism is a polyhedron with two congruent bases and the lateral sides are rectangles.


A pyramid is a polyhedron with one base and all the lateral sides meet at a common vertex.


Note: All prisms and pyramids are named by their bases.

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17

Multiple Choice

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The 3D figures shown are…

1

prisms

2

pyramids

18

Multiple Choice

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The 3D figures shown are…

1

prisms

2

pyramids

19

9.2 Nets of 3D Shapes

A net is an unfolded, flat representation of the sides of a 3D shape.


Note: There are several different nets of any polyhedron.

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20

Multiple Choice

A flat "unfolded" representation of a prism or pyramid.

1

Surface Area

2

Net

3

Base

4

3-Dimensional

21

Multiple Choice

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Which of the following is the net of a CONE?

1
2
3
4

22

Multiple Choice

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Which figure will this net make?
1
Rectangular Prism 
2
Triangular Prism
3
Triangular Pyramid 
4
Cube

23

Multiple Choice

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Which figure will this net make?
1
Rectangular Prism 
2
Triangular Prism
3
Triangular Pyramid 
4
Cube

24

Multiple Choice

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Which figure will this net make?
1
Cone
2
Triangular Prism
3
Square Pyramid 
4
Cube

25

Multiple Choice

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Which figure will this net make?
1
Hexagonal Prism
2
Triangular Prism
3
Octagonal Prism
4
Cone

26

Multiple Choice

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Which figure will this net make?
1
Cube
2
Hexagonal Pyramid
3
Octagonal Pyramid 
4
Cone

27

Multiple Choice

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Which figure will this net make?
1
Triangular Pyramid
2
Hexagonal Pyramid
3
Octagonal Pyramid 
4
Cube

28

Multiple Choice

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Which net will make square pyramid?

1

Net A

2

Net B

29

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30

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31

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32

Multiple Choice

The sum of all the areas of the faces of a figure.

1

Net

2

Base

3

Area

4

Surface Area

33

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34

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Polygons

  • The word polygon means “many angles.” ​Poly = many; gon = angle

  • ​They are 2-dimensional shapes.

  • ​The sides are straight lines.

  • ​Non of the line segments can cross one another

  • ​The shape is “closed,” that is, all the lines are connected

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