Direction: Nine people in a family have to go out for dinner. There are two available cars - Car 1 and Car 2 - each of which can accommodate five persons. But there are certain conditions that need to be followed:
(i) Vats will always go in Car 1 and does not want Aks in the same car.
(ii) Exactly two out of the three children - Meh, Rey and Dan - will be in one car.
(iii) Chat and Nag will always be together in a car.
(iv) If Ana and Aks are in the same car, then Vij will also be in the same car.
(v) Any car cannot have more than five persons.
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If Meh and Rey are in Car 1, how many different combination are possible ?
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- Six
- Five
- Three
- Four
Correct Option: C
Vats is in Car 1 and Aks is in Car 2. Now, Meh and Rey are also in Car 1, which means that Dan is in Car 2.
Car 1 : Vats, Meh and Rey
Car 2 : Aks , Dan
The number of possible ways to arrange the remaining person is
Car 1 : Chat, Nag
Car 2 : Ana, Vij
Car 1 : Ana, Vij
Car 2 : Chat, Nag
Car 1 : Ana
Car 2 : Chat, Nag, Vij
