dice,-cube-and-cuboid

Dice, Cube and Cuboid

Dice Cube and Cuboid Reasoning Problems: How to solve Cube Problems, Formulas, Volume of a Cube, Surface Area of a Cube, Reasoning Questions with Answer Tricks

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Online Logical Reasoning Test Questions with Answers on Dice, Cube and Cuboid

Q26. > All the six faces of a cube of a cube are coloured with six different > colours - black, brown, green, red, white and blue. > > Red face is opposite to the black face. > > Green face is between red and black faces. > > Blue face is adjacent to white face. > > Brown face is adjacent to blue face. > > Red face is in the bottom. **The face opposite to brown is _________**

  1.  Blue
  2.  White
  3.  Green
  4.  Red

Solution : White
Q27. > All the six faces of a cube of a cube are coloured with six different > colours - black, brown, green, red, white and blue. > > Red face is opposite to the black face. > > Green face is between red and black faces. > > Blue face is adjacent to white face. > > Brown face is adjacent to blue face. > > Red face is in the bottom. **Which of the following is adjacent to green ?**

  1.  Black, white, brown, red
  2.  Blue, black, red, white
  3.  Red, black, blue, white
  4.  None of these

Solution : Black, white, brown, red

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Q28. > All the six faces of a cube of a cube are coloured with six different > colours - black, brown, green, red, white and blue. > > Red face is opposite to the black face. > > Green face is between red and black faces. > > Blue face is adjacent to white face. > > Brown face is adjacent to blue face. > > Red face is in the bottom. **Which face is opposite to green ?**

  1.  Red
  2.  White
  3.  Blue
  4.  Brown

Solution : Blue
Q29. > There are 128 cubes with me which are coloured according to two > schemes viz. > > 64 cubes each having two red adjacent faces and one yellow and other > blue on their opposite faces while green on the rest. > > 64 cubes each having two adjacent blue faces and one red and other > green on their opposite faces, while red on the rest. They are then > mixed up. **How many cubes have at least two coloured red faces each ?**

  1.  0
  2.  32
  3.  64
  4.  128

Solution : 128

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Q30. > There are 128 cubes with me which are coloured according to two > schemes viz. > > 64 cubes each having two red adjacent faces and one yellow and other > blue on their opposite faces while green on the rest. > > 64 cubes each having two adjacent blue faces and one red and other > green on their opposite faces, while red on the rest. They are then > mixed up. **What is the total number of red faces ?**

  1.  0
  2.  64
  3.  320
  4.  128

Solution : 320
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