Created by Mandy Plunkett - PowerPoint PPT Presentation

1 / 24
About This Presentation
Title:

Created by Mandy Plunkett

Description:

Created by Mandy Plunkett Modified by Charlotte Stripling Plane Figures Sphere How can you form a sphere? Cylinder How can you form a cylinder? Cone How can you form ... – PowerPoint PPT presentation

Number of Views:145
Avg rating:3.0/5.0
Slides: 25
Provided by: PauldingS93
Category:

less

Transcript and Presenter's Notes

Title: Created by Mandy Plunkett


1
Exploring Geometric Solids
  • Created by Mandy Plunkett
  • Modified by Charlotte Stripling

2
Plane Figures
3
Sphere
A 3D figure shaped like a ball.
Formed by rotating a circle
4
How can you form a sphere?
5
Cylinder
A 3D figure that looks like a tube with 2
circular bases.
Formed by Rotating a rectangle or square,
Translating a circle
6
How can you form a cylinder?
7
Cone
A 3D figure with a circular base and a point
opposite the base.
Formed by rotating a triangle, stacking similar
circles (smaller and smaller until a point)
8
How can you form a cone?
9
Cube
A rectangular prism with all edges the same
length.
Formed by translating a square (its exact side
length)
10
How can you form a cube?
11
Rectangular Prism
Formed by translating a square or rectangle
A 3d figure that looks like a box.
12
How can you form a rectangular prism?
13
Triangular Prism
A prism whose bases are triangles.    
Formed by translating a triangle
                  
14
Hexagonal Prism
Formed by translating a hexagon
15
How can you form a pyramid?
  • Stack similar figures smaller and smaller up to
    a point.
  • Similar triangles triangular pyramid
  • Similar rectangles rectangular pyramid
  • Similar squares square pyramid
  • Similar pentagons pentagonal pyramid
  • Similar hexagons hexagonal pyramid

16
Square Pyramid
Formed by stacking similar squares (smaller and
smaller until a point)
17
Triangular Pyramid
Formed by stacking similar triangles (smaller
and smaller until a point)
18
Hexagonal Pyramid
Formed by stacking similar hexagons (smaller
and smaller until a point)
19
DEFINITIONS
  • Cross Section the intersection of a plane and a
    solid.
  • Formed by slicing through a 3D figure and looking
    at the inside 2D plane figure.
  • Ellipse an oval 2D figure.
  • Formed by slicing a 3D figure at an angle to its
    circular base (oblique).

20
What cross-sections can I make from a sphere?
  • Circle (any direction)

21
What cross-sections can I make from a cube?
  • Square (vertical or horizontal), triangle
    (corners), hexagon (oblique), pentagon (oblique),
    parallelogram (oblique), rectangle (diagonal)

To see all cross sections click on link.
http//www.learner.org/courses/learningmath/geomet
ry/session9/part_c/index.html
http//www.learner.org/courses/learningmath/geomet
ry/session9/part_c/index.html
22
What cross-sections can I make from a cylinder?
  • Rectangle (vertical), Circle (horizontal),
    Ellipse (oblique)

23
What cross-sections can I make from a cone?
  • Triangle (vertical), Circle (horizontal), Ellipse
    (oblique)

24
What cross-sections can I make from a rectangular
prism?
  • Rectangle (vertical or horizontal), Triangle
    (corners)

25
What cross-sections can I make from a square
pyramid?
  • Triangle (vertical), Square (horizontal),
    Trapezoid (vertical not through vertex)
Write a Comment
User Comments (0)
About PowerShow.com