Presentation is loading. Please wait.

Presentation is loading. Please wait.

Introduction to 3D Solids and 11.1. Solids of Revolution Some 3D shapes can be formed by revolving a 2D shape around a line (called the axis of revolution).

Similar presentations


Presentation on theme: "Introduction to 3D Solids and 11.1. Solids of Revolution Some 3D shapes can be formed by revolving a 2D shape around a line (called the axis of revolution)."— Presentation transcript:

1 Introduction to 3D Solids and 11.1

2 Solids of Revolution Some 3D shapes can be formed by revolving a 2D shape around a line (called the axis of revolution).

3 Solids of Revolution What do you think this will make if we revolve it around the line?

4 Solids of Revolution Draw a 2D figure and axis of revolution that would produce the given 3D figure:

5 3D Graphing

6 3D Figures/Solids 3D figures can be made up of flat or curved surfaces. Each flat surface is called a face. The segment formed where two faces intersect is called an edge. The point formed where three or more edges intersect is called a vertex.

7 Types of 3D Figures 1. Prism TWO parallel and congruent faces (the bases) bases are connected by sides (lateral faces) that are any polygon.

8 Prisms are named by the shape of their bases.

9 base edges : _______________________________ vertices: _______________________________

10

11 2. Cylinder bases are circles curved surface that connects the bases Types of 3D Figures

12 3. Pyramid ONE base that is a polygon lateral faces are triangles

13 Pyramids are also named by the shape of their base.

14 Regular Pyramid base edges : _______________________________

15 Types of 3D Figures 4. Cone ONE circular base curved surface that connects the base to the vertex

16 Nets A net is a diagram of a flat surface that will fold up into a 3D figure.

17 Cross Sections A cross section is the shape that results from slicing through a 3D figure with a plane.


Download ppt "Introduction to 3D Solids and 11.1. Solids of Revolution Some 3D shapes can be formed by revolving a 2D shape around a line (called the axis of revolution)."

Similar presentations


Ads by Google