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Volume and Surface Area

Volume and Surface Area. Objectives. Calculate the volume of given geometric figures. Calculate the surface area of given geometric figures. Solve word problems involving volume and surface area. . Vocabulary. volume surface area sphere pyramid . Rectangular Solid Formulas. Volume.

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Volume and Surface Area

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  1. Volume and Surface Area

  2. Objectives • Calculate the volume of given geometric figures. • Calculate the surface area of given geometric figures. • Solve word problems involving volume and surface area.

  3. Vocabulary • volume • surface area • sphere • pyramid

  4. Rectangular Solid Formulas Volume Surface Area

  5. Cylindrical Solid Formulas Volume Surface Area

  6. Sphere Formulas Volume Surface Area

  7. Cone and Pyramid Formulas Volume

  8. Find the volume and surface area of the figure below

  9. Find the volume and surface area of the figure below

  10. Find the volume and surface area of the figure below

  11. Find the volume of the figure below

  12. Find the volume of the figure below 12 6

  13. Find the volume of the figure below

  14. From an 8.5-inch by 11-inch piece of cardboard, 1.5-inch square corners are cut out and the resulting flaps are folded up to form an open box. Find the volume and surface area of the box.

  15. A propane gas tank consists of a cylinder with a hemisphere at each end. Find the volume of the tank if the overall length is 10 feet and the diameter of the cylinder is 4 feet.

  16. Ron Thiele bought an older house and wants to put in a new concrete driveway. The driveway will be 36 feet long, 9 feet wide, and 6 inches thick. Concrete (a mixture of sand, gravel, and cement) is measured by the cubic yard. One sack of dry cement mix costs $7.30, and it takes four sacks to mix up 1 cubic yard of concrete. How much will it cost Ron to buy the cement?

  17. A regulation baseball (hardball) has a circumference of 9 inches; a regulation softball has a circumference of 12 inches. • Find and compare the volumes of the two types of balls. • Find and compare the surface areas of the two types of balls.

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