Cube and Cuboid Questions SSC, Download PDF

Cube and Cuboid Questions SSC mainly check how quickly a student can use formulas of surface area, volume, and number of smaller cubes after cutting. They also test ideas like painted faces, unpainted cubes, and basic properties of cubes and cuboids that are often asked in the SSC reasoning and quantitative sections.

To score well in these topics, students must understand the shapes clearly and apply the formulas without confusion. Regular practice with different cube and cuboid patterns builds both speed and accuracy, which is essential for clearing SSC CGL, CHSL, GD, and MTS exams.

Cube and Cuboid Questions SSC PDF

Candidates can download Cube and Cuboid Questions SSC PDF from the links attached. The PDFs include SSC CGL cube and cuboid questions, SSC CHSL cube and cuboid questions, SSC GD cube and cuboid questions, SSC MTS cube and cuboid questions, previous year questions, solved examples, and practice sets for SSC CGL, CHSL, GD, and MTS exams.​

Regular analysis of solved problems based on SSC cube and cuboid practice sets helps improve conceptual clarity and exam readiness. Below are download links for Cube and Cuboid Questions SSC PDF:

Cube and Cuboid Questions SSC Tricks for Quick Revision

Solving cube and cuboid questions is easy if you know the right tricks. Many SSC exams have cube and cuboid reasoning questions every year. These questions test your ability to understand shapes and patterns. 

Here are some quick tips for SSC CGL cube and cuboid questions, SSC CHSL cube and cuboid questions, SSC GD cube and cuboid questions, and SSC MTS cube and cuboid questions:

• Always remember that a cube has all sides equal. A cuboid has different length, breadth, and height.

• For cube and dice reasoning SSC questions, remember that opposite faces add up to 7.

• If a cube is painted and cut into smaller cubes, count the corners, edges, and faces.

• Use net diagrams to see how a cube or cuboid looks when unfolded.

• Work backward from the question to find the answer.

These tricks help you solve cube and cuboid SSC questions faster. They are useful for SSC CGL, SSC CHSL, SSC GD, and SSC MTS exams.

Cube and Cuboid SSC Practice Questions

SSC cube and cuboid questions typically involve the calculation of surface area, volume, painted faces, and the number of smaller cubes or cuboids after cutting. They require fast mental arithmetic and careful application of formulas. These questions test your understanding of shapes, patterns, and logical reasoning.

Here are some SSC Cube and Cuboid Questions for practice:

Q1. All the surfaces of a cube are painted with the same color and it is cut in such a way that 64 small and equal cubes can be made, then how many such cubes will be there whose no surface is colored?
(A) 10  (B) 24  (C) 48  (D) 8

Q2. A cube having 36 cm side is divided into 64 smaller cubes of equal volume. Find the side of smaller cubes?
(A) 12 cm  (B) 4 cm  (C) 6 cm  (D) 9 cm

Q3. A cube is segmented into 5832 cubes. Before dividing the cube, each face of it is varnished with Blue colour. How many tiny cubes will be formed having more than 1 face coloured?
(A) 121  (B) 200  (C) 169  (D) 180

Q4. A cuboid shaped wooden block having dimensions length 6 cm, width 4 cm and height 9 cm. What is the lateral surface area of the cuboid?
(A) 184  (B) 180  (C) 228  (D) 116

Q5. A cube has each side 48 cm. In how many smaller cubes of each side 3 cm can it be divided?
(A) 3375  (B) 4096  (C) 4913  (D) 6859

Q6. If in a painted cuboid, length = 30cm, breadth = 26cm, and height = 20cm, and each smaller cube obtained after cutting this cuboid has volume = 8cm³, and the cubes so obtained are separated then find out the total number of smaller cubes having no face painted.
(A) 1144  (B) 1243  (C) 1145  (D) 1254

Q7. Two adjacent faces of a solid cube are painted in white, opposite of these adjacent faces are painted in blue while the remaining faces are painted in red, and then this painted cube is cut into 2744 small cubes. Find out how many cubes have less than two faces painted?
(A) 2498  (B) 2572  (C) 2592  (D) 2484

Q8. A cube is coloured red on all faces. It is cut into 64 smaller cubes of equal size. then How many cubes have three faces coloured?
(A) 4  (B) 8  (C) 16  (D) 24

Q9. All the faces of a cube are painted red colour. Then it is cut into 343 small equal cubes. How many small cubes will formed having less than two face coloured?
(A) 270  (B) 260  (C) 275  (D) 280

Q10. A cube is painted on all surfaces with orange color and is divided into 27 equal cubes. How many cubes will have only one face painted?
(A) 6  (B) 4  (C) 9  (D) 5

Q11. What will be the length of the longest diagonal of the cuboid having a length of 9cm, width of 6cm, and height of 12cm?
(A) 17.5cm  (B) 15cm  (C) 16.15cm  (D) 15.35cm

Q12. If a large cube of 81 cm edge is cut into smaller cubes of equal volumes having each edge of 9 cm. Find out the total number of central cubes and middle cubes.
(A) 386  (B) 456  (C) 324  (D) 427

Q13. A cube is coloured red on all faces. It is cut into 64 smaller cubes of equal size. then How many cubes have no face coloured?
(A) 8  (B) 16  (C) 12  (D) 4

Q14. All the faces of a cube are painted red color. Then it is cut into 1331 small equal cubes. How many small cubes will be formed having more than one face?
(A) 116  (B) 121  (C) 126  (D) 131

Q15. There is a cuboid whose dimensions are 4 × 3 × 3cm. The opposite faces of dimensions 4 × 3 are coloured yellow. The opposite faces of other dimensions 4 × 3 are coloured red. The opposite faces of dimensions 3 × 3 are coloured green. Now, the cuboid is cut into small cubes of side 1cm. How many small cubes will have only two faces coloured?
(A) 12  (B) 16  (C) 20  (D) 24

Q16. A cube of side 80 cm is painted yellow on all the faces and then cut into smaller cubes of sides 8 cm each. Find the number of smaller cubes having all the three faces painted.
(A) 32  (B) 28  (C) 8  (D) 64

Q17. A big cube is coloured green. After that is cut into 64 small equal cubes. How many small cubes are there whose only one face is coloured?
(A) 36  (B) 24  (C) 25  (D) 16

Q18. All the faces of a cube are painted red colour. Then it is cut into 343 small equal cubes. How many small cubes will formed having no face coloured?
(A) 121  (B) 81  (C) 125  (D) 64

Q19. A 6 cm side cube is painted blue on its outer surface and cut into smaller cubes of 1 cm each. How many cubes will have only two faces painted?
(A) 16  (B) 24  (C) 96  (D) 48

Q20. How many cubes are there in the given figure?

(A) 44  (B) 133  (C) 166  (D) 144

Benefits of Solving Cube and Cuboid Questions SSC

Solving cube and cuboid questions has many benefits for SSC aspirants. These questions are easy to solve with practice. They improve your logical thinking and speed. Here are some benefits:

• Cube and cuboid questions SSC are scoring. If you know the formulas, you can get full marks.

• These questions help you understand shapes and patterns.

• They are useful for SSC CGL cube and cuboid questions, SSC CHSL cube and cuboid questions, SSC GD cube and cuboid questions, and SSC MTS cube and cuboid questions.

• Regular practice makes you confident in the reasoning section.

Solving these questions will help you get better marks in SSC exams.

Cube and cuboid questions SSC are important for all SSC exams. Practice them regularly to get good marks. Use the tricks and sample questions given above. These topics are easy if you understand the basics. Always revise formulas and solve practice questions. This will help you in SSC CGL, SSC CHSL, SSC GD, and SSC MTS exams