Puzzle Question – 9 (HIGH) (Floor + Year Based)

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Eight persons B, D, F, G, K, P, T and V are living in the eight-storey building in such a way that ground floor is numbered one, the above floor is numbered two and so on until the topmost floor is numbered eight. They all are born in different years viz. 1966, 1971, 1978, 1983, 1985, 1989, 1991 and 1993 but not necessarily in the same order. Note: Age of a person is calculated as in the year 2018 and assume that all the persons are born on the same date of the same month of given years.

P does not live in the odd-numbered floor and there are two persons live between P and the one who born in 1991. The difference between the ages of B and T is equal to the age of F. As many persons born before G is same as born after F. D’s age is in multiples of 5 and born after the one who born in 1978. Not more than three persons live below G, whose age is one of the prime numbers. Persons who are born in even-numbered years do not live in even-numbered floors. The difference between the ages of F and the one who born in 1983 is the same as the floor number which is T lives. T does not live immediately above or immediately below the one who born in 1991. Only one person lives between the one who born in 1983 and the eldest person in the group. The eldest person lives one of the floors above the fourth floor. The one whose age is a prime number lives on the second floor but it is not G. There are three persons live between D and the one whose age is in a perfect cube. K does not born in 1978.

Solution :

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