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10.6 1. Find the volume of the cylinder in terms of π.If the radius = 3 and the height = 6 r = 3 h = 6 V= π 10.6 2. Find the volume of the cylinder. 224π units3 112π units3 448π units3 896π units3 14 8 10.6 3. A cylinder has a volume of 128π. It has a height of 8, what is the measure of its radius? 4 7.6 6 16 10.6 4. Find the volume of the cylinder. Round to the nearest tenth. 176 in3 2,211.7 in3 276.5 in3 552.9 in3 11 in d = 8 in 10.6 5. Find the volume of the prism. 12 3 9 V= cubic units 10.6 1 2 6. Find the volume of the prism. V= 17 cubic units 10.6 7. Find the volume of the prism. 18 1008 units3 652 units3 7 8 1016 units3 1001 units3 10.6 6 8. Find the volume of the triangular prism. 16 V= 10 cubic units 10.6 9. Find the volume of the cube. 10 ft V = ft3 10.6 10. Find the volume of the cube. 7x cm 7x3 cm3 49x2 cm3 343 cm3 343x3 cm3 10.7 10 11. Find the volume of the cone. 8 213.3 units3 670.2 units3 522.8 units3 2010.6 units3 C = 24π 10.7 12. Find the volume of the cone with a base circumference of 24π. Round your p="X153">answer to the nearest tenth. h = 18 in V= radius = in3 in. 10.7 13. Find the volume of the cone by first finding theheight of the cone.Round your answer to the nearest tenth. h = ? r = 9 in 15 in V = height = in3 in. 10.7 h = 8 ft 14. Find the volume of the cone. Leave your answer in terms of π. d = 6 ft V = 288π ft3 V = 96π ft3 V = 72π ft3 V = 24π ft3 10.7 15. Find the volume of the square pyramid with base edge length of 6 cm and a height of 6 cm. h = 6 6 V = cm3 16. Find the volume of the rectangular pyramid. 10.7 h = 11 m 12 m 8 m V = m3 17. Find the volume of the rectangular pyramid with a base edge of 5 and 7 and a height thats half the length of the largest edge of the base. 10.7 h =? 7 5 V = 81.7 units3 V = 29.2 units3 V = 35 units3 V = 40.8 units3 18. Find the volume of the triangular pyramid 10.7 h = 12 5 7 420 units3 210 units3 70 units3 105 units3 10.7 10. Find the volume of the composite solid. Leave your answer in terms of π. 6 ft h = 6 ft r = 4 ft V = 128π ft3 V = 196π ft3 V = 224π ft3 V = 96π ft3 |