CAT Logical Reasoning

Answer the questions on the basis of the information given below.

A jeweller has 8 beads which he wants to use in making a necklace. There are 3 different beads of Red color - Striped Red, Matt Red and Sparkling Red. Similarly, there are 3 different beads of Blue color - Striped Blue, Matt Blue and Sparkling Blue. The other two beads are Green and Yellow in color respectively.

The conditions given below must be followed while making the necklace.

  1. Striped Red and Striped Blue beads must always be put adjacent to each other.
  2. Green and Yellow beads must always be put adjacent to each other.
  3. No two beads of same color should be put adjacent to each other.

1. If none of the other two Red beads is to be put opposite the Striped Red bead then which of the following statements can be true?

  1. The Yellow bead is put opposite the Striped Blue bead.
  2. The Green bead is put opposite the Matt Red bead.
  3. The Yellow bead is put adjacent to the Striped Blue bead.
  4. The Yellow bead is put opposite the Matt Red bead.

2. If one of the other two Red beads is to be put opposite the Striped Red bead then which of the following statements can never be true?

  1. The Yellow bead is put opposite the Striped Blue bead and the Sparkling Red bead is put opposite the Sparkling Blue bead.
  2. The Yellow bead is put opposite the Matt Red bead and the Green bead is put opposite the Matt Blue bead.
  3. The Green bead is put opposite the Matt Red bead and the Yellow bead is put opposite the Matt Blue bead.
  4. The Yellow bead is put opposite the Striped Blue bead and the Green bead is put opposite the Sparkling Red bead.

Answers

  1. A
  2. A