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Chapter 10 Review Game

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Lessons 10-6 Solid Figures 1, 2, 3, 4, 5, 6 123456 10-7 Surface Area 1, 2, 3, 4, 5, 6 123456 10-8 Finding Volume 1, 2, 3, 4, 5, 6, 123456 10-9 Volume of Cylinders 1, 2, 3, 4, 5, 6 123456

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10-6 #1 Identify the number of faces, edges, and vertices in the solid figure. F= 6 E= 12 V= 8

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10-6 #2 Name the solid figure. Hexagonal Prism

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10-6 #3 Identify the number of faces, edges, and vertices in the solid figure. F= 4 E= 6 V= 4

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10-6 #4 Name the solid figure. Rectangular Pyramid

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10-6 #5 Identify the number of faces, edges, and vertices in the solid figure. F= 3 E= none V= none

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10-6 #6 Name the solid figure. Cylinder

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10-7 #1 Find the surface area of the cylinder. 4 in. 6 in. 100.48 in

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10-7 #2 Find the surface area of the solid. 8 cm 6 cm 2 cm 152 cm

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10-7 #3 Find the surface area of the solid. Height= 10m 4 m6 m 144 m

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10-7 #4 Find the surface area of the solid. 5 m 1.5 m 61.23 m

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10-7 #5 Find the surface area of the solid. 3.5 ft 10.5 ft 1.5 ft 115.5 ft

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10-7 #6 Find the surface area of the solid. 15 ft 3 ft 1.5 ft 144 ft

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10-8 #1 Find the volume of each solid figure. 3,000 ft

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10-8 #2 Find the volume of each solid figure. 4 in 2 in 6 in 48 in

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10-8 #3 Find the volume of each solid figure. 16 cm 4 cm 1.5 cm 96 cm

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10-8 #4 Find the volume of each solid figure. 4.3 m 2.2 m 3.4 m 32.16 m

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10-8 #5 Find the volume of each solid figure. 16 cm8 cm 6 cm 384 cm

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10-8 #6 Find the volume of each solid figure. 5.1 in 4.8 in 0.3 in 7.34 in

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10-9 #1 Find the volume of the cylinder. 0.5 m 4 m 3.14 m

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10-9 #2 Find the volume of the cylinder. 4.2 in 1.3 in 5.57 in

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10-9 #3 Find the volume of the cylinder. 31 in 9 in 91,572.6 in

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10-9 #4 Find the volume of the cylinder. 25.2 cm 2.6 cm 133.72 cm

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10-9 #5 Find the volume of the cylinder. 5.9 m 1.3 m 31.31 m

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10-9 #6 Find the volume of the cylinder. 0.2 km 5.7 km 5.1 km

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10 m² 4 m =5 m( A = 5 m. The same formula (V = Bh) that is used to find the volume of rectangular prisms and cylinders, can also be used to find the volume.

10 m² 4 m =5 m( A = 5 m. The same formula (V = Bh) that is used to find the volume of rectangular prisms and cylinders, can also be used to find the volume.

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