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Triangular Prism Volume

Triangular Prism Volume. For any prism, the volume formula is: V = B x h (a capital B means the area of the base) In a triangular prism, the base is a triangle so we have to find the area of the base using: A = ½ b x h. Try this example:. Triangular Prism Volume V = B x h

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Triangular Prism Volume

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  1. Triangular Prism Volume • For any prism, the volume formula is: V = B x h (a capital B means the area of the base) • In a triangular prism, the base is a triangle so we have to find the area of the base using: A = ½ b x h

  2. Try this example: Triangular Prism Volume V = B x h Triangle Area A = ½ b x h

  3. Try this example: Triangular Prism Volume V = B x h Triangle Area A = ½ b x h

  4. Try this example: Triangular Prism Volume V = B x h Triangle Area A = ½ b x h

  5. Try this example: Triangular Prism Volume V = B x h Triangle Area A = ½ b x h

  6. Try this example: Triangular Prism Volume V = B x h Triangle Area A = ½ b x h Base length and height of a triangle is 4 cm and 5 cm respectively; Height of the prism=7cm

  7. Try this example: Triangular Prism Volume V = B x h Triangle Area A = ½ b x h Base length and height of a triangle is 6 m and 3 m respectively; Height of the prism=5m

  8. Cylinder Volume • For any prism, the volume formula is: V = B x h (a capital B means the area of the base) • In a cylinder, the base is a circle so we have to find the area of the base using: A = π r 2

  9. Try this example: Cylinder Volume V = B x h Circle Area A = A = π r 2

  10. Try this example: Cylinder Volume V = B x h Circle Area A = A = π r 2

  11. Try this example: Cylinder Volume V = B x h Circle Area A = A = π r 2

  12. Try this example: Cylinder Volume V = B x h Circle Area A = A = π r 2

  13. Try this example: Cylinder Volume V = B x h Circle Area A = A = π r Radius of a cylinder is 6 inches and the height is 13 inches. Find the exact volume of a cylinder. 2

  14. Try this example: Cylinder Volume V = B x h Circle Area A = A = π r Diameter of a cylindrical tank is 9 feet and the height of a tank is 25 feet. Find the volume of the cylindrical tank to the nearest hundredth place. 2

  15. Try this example: Cylinder Volume V = B x h Circle Area A = A = π r Radius = 1.2 yards; Height = 3.4 yards. Find the volume of a cylinder to the nearest two decimal places. 2

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