Brent Hartsell Did you know the world is filled with geometric solids? Buildings, bridges, and...
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Transcript of Brent Hartsell Did you know the world is filled with geometric solids? Buildings, bridges, and...
Did you know the world is filled with geometric solids? Buildings, bridges, and automobiles have all been designed using geometric
solids. Even our planet is a geometric solid! Do you know the name of this solid? This exercise will help you better understand these unique and important shapes. In a few minutes you will have the opportunity
to work with text, graphics, electronic geo-boards, and electronic manipulatives to become a master of geometric solids. Who knows, someday you might be using these geometric solids to design your
own car or house.
Enjoy exploring the world of geometric solids!
This lesson was created using The Gallery Front Door method of lesson navigation. This method was selected for its ease of use for the grade level addressed in this lesson.
Instructions: Read all of the information carefully. Click the shapes at the bottom of each slide to advance to the next slide. At the main page of the lesson (slide 9) you will be presented with a gallery of images that you can click on to move through the lesson. Select a concept and begin your exploration. Click on the Home link at any time to take you back to the main page. Be sure to answer the questions carefully in order to continue.
Grade Level:Third Grade
Time: You will have 30 minutes to complete this lesson.
Lesson Goals: Identify the characteristics of each solids.
∆ The names of the solids∆ The number of faces∆ The number of edges∆ The number of vertices
Goal– The student will be able to identify geometric solids
and their characteristics, including the faces, edges, and vertices.
Objectives– When provided with appropriate links, the student
will be able to identify the characteristic (faces, edge, and vertices) of specific geometric solids, with 100% accuracy.
– Using an electronic geometric solid manipulative, the student will be able to identify the number of edges, faces, and vertices of six different geometric solids, with 100% accuracy.
What shape is this? How many vertices,
edges, and faces does it have?
What is the name of this geometric solid?Click on the name of the solid below
A. CubeB. SphereC. CylinderD. Prism
You knew that a Cylinder has
– Two faces at the top and bottom– One curved side
Click on the link and check out this videoAnimation with Cylinders
Hint: it is the same shape as a soda can
What is the name of this geometric solid?Click on the name of the solid below
A. CubeB. SphereC. CylinderD. Prism
This solid is called a CYLINDER
A Cylinder has:– Two faces at the top and bottom– One curved side
Click on the link and check out this videoAnimation with Cylinders
Click the solids in order to begin
Face Edge Vertices
Start by printing off your workbook for the lesson
“Workbook”
1 2 3
• The face is the flat side of any geometric solid. Some solids have many faces like Icosahedrons and others have none like sphere.
• The face must be perfectly flat. It cannot have any curve to the surface.
Use the following link to identify the number of faces on the following solids. Be sure to list the
number of sides on your workbook.
» Tetrahedron» Cube» Octahedron» Dodecahedron
Geometrical Faces
Home
Hint: remember a face is always a flat side
How many faces do you see in this octahedron?Click on the answer
a. 9b. 8c. 6d. 4
Home
Use the following link to identify the number of edges on the following solids. Be sure to list the number of sides on your workbook.
» Cuboid» Cylinder» Hexagonal prism» Pyramid
Geometrical Edges
• The edge is the place on a solid where two faces meet.
• The edge must always be a straight line. The red lines on the box to the right are all edges.
Home
You knew that edge were the area where two faces came together!
Check out this cool site.Electronic Geoboard
Home
Hint: an edge looks like a straight line
How many edges does a cube have?Click on the answer
a. 6b. 8
c. 10d. 12
Home
Remember: an edge is where two faces meet
As you can see this cube has 12 edges, marked with red lines.
Home
• The vertices are found were two or more edges come together.
• The edge must always be a straight line. The red lines on the box to the right are all edges.
Click on the name of the solids to identify the number of vertices on the following
solids. Be sure to list the number of sides on your workbook.
» Square Pyramid» Cube» Tetrahedron
Home
You knew that vertices were the area where two or more edges came
together!
Check out this cool site.Geometric Solids
Home
Hint: vertices are where two or more edges meet
How many vertices do you see on this prism?Click on the answer
a. 10b. 8c. 6d. 4
Home
Remember: Vertices are areas where two or more edges meet
As you can see this hexagonal prism has 10 vertices
Home
What is the name of this geometric solid?Click on the answer
a. Cube
b. Sphere
c. Cylinder
d. Cone
Home
Hint: Look at each section of the castle separately
How many geometric solids do you see in this picture?Click on the answer
a. 2b. 3c. 4d. 5
Home
Hint: This is the solid without faces, edges, or vertices
What is the name of this geometric solid?Click on the answer
a. Cubeb. Spherec. Cylinder
d. Cone
Home
Hint: Remember that a face is a flat side, without curves
How many faces does this cylinder have?Click on the answer
a. 1b. 2c. 3d. 4
Home
Hint: Remember that a vertices is like a point, a place where two or more edges meet.
How many vertices does a rectangular prism contain?Click on the answer
a. 12b. 10c. 8d. 6
Home
Hint: Remember that an edge is a line where two faces meet
How many edges does this prism have?Click on the answer
a. 3b. 5c. 6d. 9
Home
If you finish the assignment early, check out the following activities to learn even more
about geometric solids.
Dueling Solids
Cubes
Home
The following Internet resources will be used during this project.
The National Council of Teachers of MathematicsElectronic geometric solids manipulative
National Library of Virtual ManipulativesElectronic Isometric Geo-boards
The National Council of Teachers of Mathematics Platonic Solids
You TubeAnimation with Cylinders
MathsNetNets
BBCGeometric Solids
Math is FunSolid Geometry
Home