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by BlastRoom
Area scaling by the square of the factor and volume by its cube.
#geometry
40 questions
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Two similar solids have surface areas in the ratio 9:25. What is the ratio of their corresponding edge lengths?
Two similar solids have corresponding edge lengths in the ratio 4:5. What is the ratio of their surface areas?
Two similar solids have corresponding edge lengths in the ratio 5:9. What is the ratio of their surface areas?
The edge lengths of solid A are 3/7 of the corresponding edge lengths of solid B. What is the ratio of their volumes, A to B?
Two similar prisms have volumes in the ratio 1:64. The smaller prism has a volume of 45 in³. What is the larger prism's volume?
The edge lengths of solid A are 6/7 of the corresponding edge lengths of solid B. What is the ratio of their volumes, A to B?
The edge lengths of solid A are 1/3 of the corresponding edge lengths of solid B. What is the ratio of their volumes, A to B?
The edge lengths of solid A are 4/9 of the corresponding edge lengths of solid B. What is the ratio of their volumes, A to B?
Two similar solids have volumes in the ratio 125:512. What is the ratio of their corresponding edge lengths?
Two similar solids have surface areas in the ratio 16:81. What is the ratio of their corresponding edge lengths?
Two similar prisms have volumes in the ratio 8:343. The smaller prism has a volume of 80 m³. What is the larger prism's volume?
Two similar solids have corresponding edge lengths in the ratio 2:5. What is the ratio of their surface areas?
Two similar cones have surface areas in the ratio 4:25. The smaller cone has a surface area of 36 ft². What is the larger cone's surface area?
Two similar prisms have volumes in the ratio 8:125. The smaller prism has a volume of 80 in³. What is the larger prism's volume?
Two similar solids have corresponding edge lengths in the ratio 2:7. What is the ratio of their surface areas?
Two similar solids have volumes in the ratio 125:216. What is the ratio of their corresponding edge lengths?
Two similar prisms have volumes in the ratio 8:27. The smaller prism has a volume of 24 m³. What is the larger prism's volume?
The edge lengths of solid A are 4/5 of the corresponding edge lengths of solid B. What is the ratio of their volumes, A to B?
The edge lengths of solid A are 3/5 of the corresponding edge lengths of solid B. What is the ratio of their volumes, A to B?
Two similar solids have corresponding edge lengths in the ratio 6:7. What is the ratio of their surface areas?
The edge lengths of solid A are 3/8 of the corresponding edge lengths of solid B. What is the ratio of their volumes, A to B?
Two similar solids have surface areas in the ratio 16:25. What is the ratio of their corresponding edge lengths?
Two similar solids have corresponding edge lengths in the ratio 1:4. What is the ratio of their surface areas?
Two similar solids have surface areas in the ratio 9:49. What is the ratio of their corresponding edge lengths?
Two similar cones have surface areas in the ratio 4:25. The smaller cone has a surface area of 80 ft². What is the larger cone's surface area?
The edge lengths of solid A are 1/4 of the corresponding edge lengths of solid B. What is the ratio of their volumes, A to B?
Two similar cones have surface areas in the ratio 1:16. The smaller cone has a surface area of 45 ft². What is the larger cone's surface area?
Two similar prisms have volumes in the ratio 1:64. The smaller prism has a volume of 36 cm³. What is the larger prism's volume?
The edge lengths of solid A are 5/6 of the corresponding edge lengths of solid B. What is the ratio of their volumes, A to B?
Two similar solids have corresponding edge lengths in the ratio 4:9. What is the ratio of their surface areas?
Two similar cones have surface areas in the ratio 36:49. The smaller cone has a surface area of 108 ft². What is the larger cone's surface area?
The edge lengths of solid A are 2/5 of the corresponding edge lengths of solid B. What is the ratio of their volumes, A to B?
Two similar solids have surface areas in the ratio 4:49. What is the ratio of their corresponding edge lengths?
Two similar solids have corresponding edge lengths in the ratio 1:3. What is the ratio of their surface areas?
Two similar cones have surface areas in the ratio 9:64. The smaller cone has a surface area of 45 cm². What is the larger cone's surface area?
Two similar cones have surface areas in the ratio 9:49. The smaller cone has a surface area of 27 ft². What is the larger cone's surface area?
Two similar cones have surface areas in the ratio 1:9. The smaller cone has a surface area of 45 ft². What is the larger cone's surface area?
Two similar solids have corresponding edge lengths in the ratio 3:5. What is the ratio of their surface areas?
Two similar solids have surface areas in the ratio 25:36. What is the ratio of their corresponding edge lengths?
Two similar solids have corresponding edge lengths in the ratio 2:3. What is the ratio of their surface areas?
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Partitioning a Segment in a Given Ratio
40 questions
