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There are seven people A, B, C, D, E, F, and G. They all were born in different years viz. 1948, 1951, 1963, 1972, 1975, 1992, and 2002 but not necessarily in the same order. All of them like different cars such as Swift, Creta, Honda city, Duster, BMW, Audi, and Bugatti. But the date and month of birth of all these persons are the same. The calculation is done with respect to the present year 2017 and assuming months and dates to be the same.
The person who likes Honda city born after G and before the person who born in 1972. A was born in an even year and his age is multiple of 5, but A is not the youngest person. Age of F is equal to double the difference between A and G. Age of E is equal to the difference between the age of B and C, but E is not the youngest among all of them. C was not the oldest among all of them. Oldest person likes Audi. The youngest person likes Swift. G does not like BMW. The person who likes Bugatti was born in an odd year and his age is multiple of 14. A likes Creta.
Solution :
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