Four friends – Clarke, Sen, Steve and Richard – are sitting in a row (not necessarily in the same order ) and their children – Clive, Jordan, Mark and Ken – are sitting in the row behind them. Each child is seated directly behind his/her respective father. Each friend has exactly one child. All of them are wearing jackets, the colors of which are from among blue, brown, green and yellow. No two friends are wearing jackets of the same color and the same holds true for the children. No father is wearing jackets of the same color as worn by his child. It is also known that:
1. Clarke’s child is wearing blue colored jacket.
2. Ken’s father is wearing neither blue nor yellow colored jacket.
3. Steve is sitting immediately next to the friends who are wearing green and brown colored jackets.
4. Richard’s child is wearing yellow colored jackets.
5. Clarke and Richard are sitting at the extreme ends.
6. Sen is not wearing brown colored jacket.
7. Mark is Sen’s child.
8. The child wearing green colored jacket is immediately left of the child who is wearing yellow colored jacket.
Type : MCQ
Which one of the following pairs does not contain the names of person who would be wearing the Yellow colored jacket?
Type : MCQ
Which of the following statement(s) may be true?
(i) Ken is sitting immediately next to Sen’s child.
(ii) Clive’s father is wearing the brown colored jacket.
(iii) Jordan is wearing the blue colored jacket.
Type : MCQ
How many of the following statements cannot be inferred with certainty from the given information?
(i) Color of Sen’s Jacket.
(ii) Name of Clive’s father.
(iii) Color of Ken’s jacket.
(iv) Name of the friend whose child is wearing green colored jacket.
(v) Name of the child wearing blue colored jacket.
(vi) Name of Steve’s child.
Type : MCQ
What is the color of Richard’s jacket?