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Volume: Prisms and Cylinders Prisms Volume of a Prism = Area of the Base Height h

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Volume: Prisms and Cylinders Find the volume of the following prism. 1. 14 in. 9 in. 20 in. 91420 10126 1260 in 3

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Volume: Prisms and Cylinders Volume of a Cylinder = Area of the Base Height h

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Volume: Prisms and Cylinders Find the volume of the following cylinder 2. 5 cm 11 cm 3.145 11 3.1425 11 3.14275 863.5 in 3

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Pg 540 10 – 7 #1 – 7, 8 – 16 Find the volume of each prism or cylinder to the nearest cubic unit. 432 = 24 cubic units 1.

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Pg 540 10 – 7 #1 – 7, 8 – 16 Find the volume of each prism or cylinder to the nearest cubic unit. 2. 3 49 227 54 in 3 3 cm 4 cm 9 cm

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Pg 540 10 – 7 #1 – 7, 8 – 16 Find the volume of each prism or cylinder to the nearest cubic unit. 3. 12 cm 5 cm 8 cm 1258 = 480 cm 3

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Pg 540 10 – 7 #1 – 7, 8 – 16 Find the volume of each prism or cylinder to the nearest cubic unit. 4. 8 ft 10 ft 3.145 8 25 8 3.14200 628 ft 3

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Pg 540 10 – 7 #1 – 7, 8 – 16 Find the volume of each prism or cylinder to the nearest cubic unit. 5. 8 cm 12 cm 3.144 12 3.1416 12 3.14192 603 cm 3

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Pg 540 10 – 7 #1 – 7, 8 – 16 Find the volume of each prism or cylinder to the nearest cubic unit. 6. 21 in 9 in 3.149 21 3.1481 21 3.141701 5,341 in 3

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Pg 540 10 – 7 #1 – 7, 8 – 16 7. Wood for a fireplace is often sold by the cord. A cord is 8 ft by 4 ft by 4 ft. How many cubic feet are in a cord of wood? 8 4 4 = 128 ft 3

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Pg 540 10 – 7 #1 – 7, 8 – 16

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Volumes of Rectangular Prisms and Cylinders

Volumes of Rectangular Prisms and Cylinders

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