

Two-Dimensional Slicing
Presentation
•
Mathematics
•
7th Grade
•
Hard
Joseph Anderson
FREE Resource
15 Slides • 6 Questions
1
Cross Section Study
Describe the two-dimensional figures (cross sections) that result from slicing three-dimensional figures, as in plane sections of right rectangular prisms, right rectangular pyramids, cones, cylinders, and spheres.

2
Cross Sections
•What are cross sections?
•What plane figures can I make by slicing a cube by planes?
What about when I slice cones, prisms, cylinders, and pyramids instead of cubes
3
Multiple Choice
What is a cross section?
2- dimensional view of a 3-D shape
3-D view of a 2-dimensional shape
2- dimensional view of a 2-D shape
4
3 types of slices you will see
A left to right slice is parallel to the base.
An up and down slice is perpendicular to the base.
A diagonal slice is at an angle.
5
Horizontal (Parallel) to the base
This will always give you the shape of the base!
6
Vertical (Perpendicular)
This will always give you the shape of the face
7
Multiple Choice
If you slice a shape parallel to the base, what will the cross section be the shape of?
face
base
stretched base
8
Cylinders
A parallel cross section gives you a circle
A perpendicular cross section gives you a rectangle
9
Multiple Choice
If you slice a shape perpendicular to the base (vertical), what will the shape always be?
it will be considered as a face
It will be considered the same shape as the base
It will be considered an edge
It will be considered a vertex
10
Multiple Choice
When you make a cut perpendicular to the base of a cone and starting at the vertex, the shape will be a ....
cone
rectangle
square
triangle
11
Rectangular Pyramids
perpendicular (vertical) cuts give you a triangle
parallel (horizontal) cuts give you a rectangle
12
Multiple Choice
What is the shape of the cross section that is parallel to the base of this figure?
a circle
cycloid
parabola
hyperbola
13
Triangular Prisms
Parallel cross sections give you the shape of the base, which is a triangle
Perpendicular cross sections to the base would give you a rectangle
14
Multiple Choice
What shape is the cross section that is parallel to it's base in this figure?
pyramid
prism
square
triangle
15
Cones
parallel=circle
perpendicular=triangle
16
Spheres
The cross section is a Circle no matter how you slice it.
17
Special
If you slice a square pyramid without going through the top (Vertex) you will get a trapezoid
18
Diagonal Slices (also known as Angled Slices)
will give you a stretched out base which is an Ellipse (also known as an oval)
19
Practice
Answer the questions in your head, then check your answers on the next slide.
20
Answers
21
Interactive Discovery
Copy and Paste the website into your URL. Then click on the various shapes to discover the different cross sections.
https://www.geogebra.org/m/XCZwsytr
Cross Section Study
Describe the two-dimensional figures (cross sections) that result from slicing three-dimensional figures, as in plane sections of right rectangular prisms, right rectangular pyramids, cones, cylinders, and spheres.

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