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There are eight persons A, B, C, D, P, Q, R and S are born in different years viz., 1956, 1962, 1970, 1977, 1985, 1990, 1995 and 2001 but not necessarily in the same order. They are working in different cities namely Bangalore, Chennai, Delhi, Hyderabad, Kochi, Lucknow, Mumbai and Pune but not necessary in the same order. Calculations are done with respect to the year 2018 and assuming months and date to be the same.
There are only two persons born between the one who working in Bangalore and A, who does not work in Pune. The age of S is three times the age difference between the one who working in Mumbai and B. C is not elder than the person one who working in Delhi. There is only one person born between the one who working in Pune and Q, whose age is a prime number. Not more than two and less than one people born between R and the one who working in Lucknow. P born in one of the odd-numbered years and does not working in Bangalore. A’s age is multiples of four and does not born after 1980. As many persons born between D and the one who working in Pune is the same as the persons born between Q and the one who working in Chennai. C is five years younger than B. P’s age is the prime number and born immediately before the one who working in Mumbai. Sum of the ages of P and Q is equal to the perfect square of a number.
Solution :
Quality of this puzzle no. 24 year based question is moderate to the high level, you may expect these type of puzzle questions in mains level exams of IBPS. We hope you like our Puzzles, we always try to improve day by day and give you quality puzzles. All the Puzzle question we solve first then provide it on our website. Please share our website to everyone who is preparing for bank exams.
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