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Prisms, Pyramids, Cross-Sections, Nets, Vertices, Faces, Edges and Euler ’ s Rule.

3D Shapes. Prisms, Pyramids, Cross-Sections, Nets, Vertices, Faces, Edges and Euler ’ s Rule. Contents. Prisms Pyramids Cross-Sections Nets Vertices, Faces and Edges Euler ’ s Rule. Rectangular Prism. 3D Shapes Times. Octagonal Prism. Prisms. Prisms in life:.

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Prisms, Pyramids, Cross-Sections, Nets, Vertices, Faces, Edges and Euler ’ s Rule.

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  1. 3D Shapes Prisms, Pyramids, Cross-Sections, Nets, Vertices, Faces, Edges and Euler’s Rule.

  2. Contents • Prisms • Pyramids • Cross-Sections • Nets • Vertices, Faces and Edges • Euler’s Rule Rectangular Prism 3D Shapes Times Octagonal Prism

  3. Prisms Prisms in life: This box is a rectangular prism • A right prism is a three-dimensional solid having two identical, parallel bases. All other faces are rectangles. • The bases of prisms are regular polygons. Dice are cubes. Soccer balls are spheres Northern Hemisphere Southern Hemisphere This cup is a cylinder. A half sphere is a hemi-sphere. We call the upper and lower halves of the Earth hemi-spheres. Another name for this shape is half sphere. This ice cream cone is a cone!

  4. Pyramids • A Pyramid is a three-dimensional solid with a polygon as a base and triangular faces that taper to a point. Pyramids in life: The Egyptian Pyramids This piece of yummy cake is a triangular pyramid! Don’t see it? Maybe this will help! What type of Pyramid are the famous Egyptian pyramids? A: Triangular Pyramid B: Rectangular Pyramid C: Square Pyramid ? ? Click on the blue box next to your answer!

  5. Cross-Sections • A cross-section is the face that results from slicing through a solid shape! QUIZ! What shape would this ice cream cone be if we cut it like this? A: Square B: Circle C: Triangle When this women cuts the carrot it will look like this in the middle: This is the cross-section of this carrot!

  6. Nets Hexagonal Prism • Nets are the 2D drawings that when cut out can be folded into a 3D shape. • Like this: This is a net for of these 3D shapes. Can you guess which one it is??? A: Rectangular Prism B: Square Prism/ Cube C: Hexagonal Prism

  7. Vertices, Faces and Edges Face How many Edges, vertices and faces does a cube have??? • Vertices are corners. A vertex is one corner. • Faces are flat surfaces. • An edge is where two faces meet. A: 6 edges 12 vertices 8 faces B: 8 edges 6 vertices 12 faces C: 12 edges 8 vertices 6 faces Corner Edge

  8. …so you see Emma when you take the edges from the vertices and… Euler’s Rule Oh… I get it now! • Euler’s rule is a rule concerning 3D shapes. Leonhard Euler discovered that when you  take the shapes vertices from its edges and added its faces it equals 2. A cube has 8 vertices, 12 edges and 6 faces: 8+6-12=2

  9. Click here to watch again!!! I would like to thank the following people: Me (of course) Mr. Riffe Mr. Hailu and… … … … YOU!!! Thanks for watching!! To end show, click this button! The homework doctor prescribes this PowerPoint to anyone who needs help with their prisms and pyramids work! Note to self: This show can help me with homework!

  10. INCORRECT! • Click the back button to have another guess

  11. INCORRECT! Click the back button to have another guess!

  12. CORRECT! Click this button to go to the next slide!

  13. Right! • It will be a circle! • This is the cone after we cut it! Click this button to continue the show!

  14. SORRY! • To have another go or just return to the slide show click this button!

  15. TRY AGAIN! • Good guess but it’s not right. If you want another try or you just want to keep going, click here!

  16. WRONG! • Good guess. Here’s a clue, your close! The answer to the quiz is a shape similar to your choice this time… Click here to go back

  17. GREAT! You really know your nets! Click here to go on

  18. TRY AGAIN! • You didn’t get it right this time but don’t let it stop you trying!

  19. Good try! Click here to go back!!!

  20. GRRREAT! • Click here to go on!

  21. WRONG! • Never mind! Click here to have another go!

  22. SORRY! • Try again!

  23. INCORRECT! • Click here to try again!

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