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11.1 Space Figures and Cross Sections

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1 11.1 Space Figures and Cross Sections
By Brit Caswell

2 A Little Bit of Vocab A polyhedron is a 3-D figure whose surfaces are all polygons .

3 Name the vertices of this polyhedron.
How many edges are there? Name each of the five faces.

4 Euler was a super important guy

5 Try it Faces: Edges: 30 Vertices: 20 Faces: 20 Edges: Vertices: 12

6 Euler’s Formula in 2-D The formula changes in two dimensions: F + V = E + 1 Faces: Edges: Vertices?

7 A cross section is the intersection of a solid and a plane.

8 Pg 690 #4 What is the shape of this cross section?

9

10 Let’s Practice Drawing This…
Draw a cross section formed by a vertical plane and the front and right faces of the cube. The next slide shows you how!

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12 Describe the cross section.
What would the cross section look like if the plane was vertical?

13 Can you find a cross section of a cube that makes a triangle? Explain.

14 Draw and describe a cross section formed by a plane intersecting a cube such that the plane is tilted and intersects the left and right faces of the cube.

15 A solid of revolution is when a plane revolves completely about a line
A solid of revolution is when a plane revolves completely about a line. For example: Sketch and describe the solid that is formed by the following figures:


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