Display Title
Google Earth Voyager Story: The Mathematics of Pyramids, Part 1
Display Title
Google Earth Voyager Story: The Mathematics of Pyramids, Part 1
Topic
Geometric Models
Description
This lesson explores the mathematical principles behind pyramid structures, as seen through Google Earth. Pyramids are iconic geometric shapes that have fascinated architects and mathematicians alike. Students can learn about the properties of pyramids, including their base, apex, and triangular faces. Google Earth provides a unique perspective by allowing students to view pyramids from around the world, enhancing their understanding of these ancient structures. This exploration helps students connect geometric theory with historical and architectural applications, deepening their appreciation for the role of geometry in human history. For a complete collection of these Google Earth applications related to Geometric Modeling click on this link: Google Earth Voyager Story Collection.
Viewing Media4Math Stories on Google Earth
These Google Earth Voyager Stories are also available on Google Earth. Best viewed in Chrome, click on the links below to view these dynamic stories using Google's technology:
- Architectural Prisms, Part 1
- Architectural Prisms, Part 2
- Architectural Prisms, Part 3
- Circular Structures, Part 1
- Circular Structures, Part 2
- Polygon Architecture, Part 1
- Polygon Architecture, Part 2
- Quadrilateral Structures I
- Quadrilateral Structures II
- The Geometry of Castles
- The Geometry of City Planning, Part 1
- The Geometry of City Planning, Part 2
- The Geometry of Sustainable Architecture, Part 1
- The Geometry of Sustainable Architecture, Part I1
- Triangular Structures
- The Mathematics of Pyramids, Part 1
- The Mathematics of Pyramids, Part 2
Common Core Standards | CCSS.MATH.CONTENT.HSG.GMD.A.3, CCSS.MATH.CONTENT.HSG.GMD.A.1, CCSS.MATH.CONTENT.7.G.A.3 |
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Grade Range | 6 - 10 |
Curriculum Nodes |
Geometry • 3D Geometry • Pyramids |
Copyright Year | 2020 |
Keywords | pyramid, square pyramid, volume, 3d Geometry |