Cube & Cuboid

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Created by Mananjay Mahato

Cube and Cuboid Quiz

BY : SARKARI LIBRARY

MANANJAY MAHATO

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1. One (8×10×12) cm. colored cuboid is cut into smaller cubes of 2cm side, then How many cubes have 3 surfaces painted?

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2. One (8×10×12) cm. colored cuboid is cut into smaller cubes of 2cm side, then How many cubes have 2 surfaces painted?

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3. A 12 cm. colored cube is cut into 2 cm. smaller cubes. How many cubes have 1 surfaces painted? 

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4. A bigger cube with all surfaces painted yellow is cut into 27 smaller cubes of equal size. How many smaller cubes are there which have only one surface painted?

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5. A 15 cm. colored cube is cut into 3 cm. smaller cubes, what is the total number of cubes made?

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6. One (8×10×12) cm. colored cuboid is cut into smaller cubes of 2cm side, then What is the number of colorless cubes?

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7. All surfaces of a cube are colored. If a number of smaller cubes are taken out from it, each side ¼th  size of the original cube's side, indicates the number of cubes with only one side painted.

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8. One (8×10×12) cm. colored cuboid is cut into smaller cubes of 2cm side, then What is the number of total cubes made?

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9. A 12 cm. colored cube is cut into 2 cm. smaller cubes. How many cubes have no surfaces painted? 

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10. One (8×10×12) cm. colored cuboid is cut into smaller cubes of 2cm side, then How many cubes have 1 surfaces painted?

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11. One (15×18×21) cm. cuboid is painted red on all its surfaces. Now it is cut into smaller cubes of 3cm side, then how many cubes are there which have no surface painted?

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12. One (10×12×14) cm. cuboid is painted red on all its surfaces. Now it is cut into smaller cubes of 2cm. side, then what is the total number of cubes made?

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13. A 12 cm. colored cube is cut into 2 cm. smaller cubes. How many cubes have 3 surfaces painted? 

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14. A 12 cm. colored cube is cut into 2 cm. smaller cubes. How many cubes have 2 surfaces painted? 

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15. A 12 cm. colored cube is cut into 2 cm. smaller cubes. What is the total number of cubes made?

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16. A cube of white material is painted black on all its surfaces. If it is cut into 125 smaller cubes of the same size, then how many cubes will have two sides painted black?

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