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Volume

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  1. Volume Cylinders, Cones, Pyramids and Spheres

  2. Cylinder Volume = r2h See homework examples

  3. Real Life Cylinders

  4. Cones

  5. Cones

  6. Cones A fact: If Pringles came in a cone, which was the same height and diameter as the tall tube, it would contain one third of the calories!!! Why?? Pringles A third of the calories

  7. Volume = Example: find the volume of this cone Cones Slant height (l)

  8. Pyramids

  9. Pyramids

  10. Pyramids Creamed Coconut 1/3 of the calories

  11. Find the volume of this pyramid Pyramids Volume = 1/3 x base area x height

  12. Find the volume of a sphere whose diameter is 15 cm Volume = Spheres 4/3 of the yumminess of a cube-shaped container!!

  13. Complete this table D = 10cm L = 15 cm H = 13 cm R = 3.5 cm L = 9 cm H = 60 m L = 50 m W = 40 m D = 23 mm

  14. Chopping up a cone A smaller cone A conical frustum

  15. Chopping up a pyramid A smaller pyramid A pyramidal frustum

  16. Real life frustums…