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Passage: Six persons are born in six different years. Their ages are calculated with respect to 2018. They like six different fruits: Cherry, Orange, Apple, Mango, Banana and Grapes, but not necessarily in the same order. None of them is more than 90 years old. Note: If a person's age is considered as the last two digits of the person's birth year, then it may appear in any sequence. For example, if A's age is considered as the last two digits of B's birth year, 1947, then A's age is either 47 or 74. The one who is third youngest among them likes Apple. Manika was older than Charu. The age difference between Tarun and the one who likes Cherry is 21 years. Visakha's age was the sum of all the digits of the birth year of the one who likes Cherry. The one who likes Mango is 5 years older than Visakha. Only one person was born before Arko. Arko's age was equal to the last two digits of the birth year of the one who likes Mango. The difference between the ages of Arko and Viraj was 24 years. The one who likes Banana was born immediately before the one who likes Grapes. Tarun was born in 1983. According to the given information, which of the following statements is/are true? I. The youngest one likes Orange. II. Charu is the fifth eldest among them. III. The one who was born in 1989 likes Grapes.
- All of the above
- Both I and III
- Only III
- Both I and II
Correct answer: All of the above
Solution
The clues force a unique arrangement of ages and fruits. Once the order is fixed, the youngest person is associated with Orange, Charu falls in the fifth position from the eldest side, and the person born in 1989 likes Grapes. Therefore, all three statements are true.
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