Direction: Three men and three women are travelling in two cars ( red and blue ). Each car has exactly three persons. The cars cannot have all women or all men passengers. Mala, Ajit and Suman know how to drive a car. Mala and Sapna are women. Manjit and sarat are not in the same car. Ajit and sarat are men.
-
If the red car can have either Manjit or Sarat but not both while Ajit drives it and Mala is driving the blue car, which of the following can be true?
-
- Suman is a men
- Manjit is a women
- Both (A) and (B) are correct
- (A) is correct but (B) is not
- Suman is a men
Correct Option: C
As per the given conditions are--
(i) Mala, Ajit and Suman- know how to drive a car.
(ii) Females are Mala and Sapna and Males are Ajit and Sarat.
Condition-1: At least one person should be in each car who knows driving.
Condition-2: Manjit and Sarat are not in the same car.
Condition-3: Each car has three persons and the cars cannot have all women or all men passengers.
Condition-4: Each car has exactly three persons.
If Manjit is in red car, Sarat will be in blue car, then
Red car ⇒ Manjit, Ajit (M)
Blue car ⇒ Sarat (M), Mala (F)
As per the given condition since at least one man (Sarat) and one woman (Mala) in blue car. So, one man and one woman will certainly go in red car. Therefore, ‘Manjit is a woman’ can be a true statement. Similarly, ‘Suman is a man’ can be a true statement.
