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Cubes and Dice MCQ question and answer with solution | Non verbal resasoning

Learn Cubes and Dice MCQ Questions and answers with easy and logical explanations in Non verbal resasoning. Cubes and Dice MCQ question provides all type of technical mcq questions which is important for SSC-CGL, UPPSC, NDA, CDS and all govt examinations Page-2 section-1

11
Count the number of cubes in the given figure.
Cubes and Dice mcq question image
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Answer & Solution
Answer: Option D
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12
Count the number of cubes in the given figure.
Cubes and Dice mcq question image
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Answer & Solution
Answer: Option B
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13
Count the number of cubes in the given figure.
Cubes and Dice mcq question image
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Answer & Solution
Answer: Option D
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14
Count the number of cubes in the given figure.
Cubes and Dice mcq question image
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Answer & Solution
Answer: Option C
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15
Count the number of blocks in the given figure.
Cubes and Dice mcq question image
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Answer & Solution
Answer: Option B
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16
All surfaces of a cube are coloured. If a number of smaller cubes are taken out from it, each side 1/4 the size of the original cube's side, indicate the number of cubes with only one side painted.
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Answer & Solution
Answer: Option C
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17
A cube, painted yellow on all faces is cut into 2, small cubes of equal size. How many small cubes are painted on one face only?
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Answer & Solution
Answer: Option B
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18
The six faces of a solid cube have been painted in different colours. The top of the cube is painted Red and the bottom is painted White. The rest of the four faces have been painted Yellow, Blue, Green and Pink, respectively in clockwise direction. The cube is now turned in such a manner that Blue face is at the top. What will be the colour of the bottom face?
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Answer: Option A
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19
The minimum number of colours required to paint all the sides of a cube that no two adjacent faces may have the same colours, is
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Answer & Solution
Answer: Option C
Solution:
The correct answer is C: 3.

Here's why:

Imagine a cube in your hand.

You can paint the top face one color (let's say color 1).

Then, you can paint the bottom face the same color (color 1), because it's not adjacent to the top.

Now, all the faces around the sides are adjacent to both the top and bottom.

So, you need a different color (color 2) for one of the side faces.

The face opposite to that side face can also be painted with color 2.

The last two faces will require a third color (color 3) because they are adjacent to both the faces painted with color 1 and color 2.

Therefore, you need a minimum of 3 colors to make sure no two adjacent faces have the same color.
20
Choose from amongst the alternatives 1, 2, 3 and 4, the box/boxes that is/are similar to the box that will be formed by the sheet of paper when it is folded.
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Answer & Solution
Answer: Option D
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