Puzzle Question – 20 (HIGH) (Year Based)

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Eight people – P, Q, R, S, T, U, V, and W are born in different years from 1991 to 1998. Each person’s age is calculated with respect to the current year (2018), same month, and same date.


Each one of them likes different types of flower Bloodroot, Bupleurum, Allium, Anthurium, Calla, Baneberry, Aster, and Bee Balm but not necessarily in the same order. The person name starts with consecutive alphabet does not born in consecutive years. P was born before 1996 but after 1992. More than two persons were born between P and the one who likes Bloodroot. More than three persons were born between the one who likes Bloodroot and the one who likes Baneberry. The one who likes Baneberry is neither the eldest nor the youngest person. Two persons were born between Q and the one who likes Anthurium. Q was born after the one who likes Anthurium. Q does not like Bloodroot. The one who likes Bupleurum was born immediately after R. S likes Allium and is not the eldest. More than three persons were born between the one who likes Allium and the one who likes Aster. T was born immediately before the one who likes Aster. T neither likes Calla nor likes Bupleurum. U neither likes Bupleurum nor likes Baneberry. Neither Q nor U like Calla. W does not like Calla and Aster. Neither V nor P likes Bee balm. V does not like Baneberry. V is not the eldest. Neither U nor W like Bloodroot. S does not born immediately before V.

Solution :



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