Six persons –C, P, Q, S, T and U– were born in different years among 1933, 1944, 1981, 1987, 1993 and 2018. The base year for calculating age is 2025. Each of them likes to visit a different place among Italy, Greece, Spain, Egypt, Maldives, and Japan (not necessarily in the same order).
C is six years elder than the person who likes to visit Italy. One person was born between the persons who likes to visit Italy and Maldives. U is immediately elder than the person who likes to visit Maldives. S is two persons elder than T. The one who likes to visit Spain is immediately younger than the T. C doesn’t like to visit Spain. The one who likes to visit Japan is two persons elder than the one who likes to visit Egypt. P doesn’t like to visit Greece and Maldives.
What is the sum of ages of S, U and Q?
Correct Answer :
121 years
Solution :
The correct answer is 121 years.
Let's solve the puzzle step-by-step by determining the birth year, age, and preferred travel destination for each of the six individuals (C, P, Q, S, T, and U).
Step 1: Calculate the ages of the individuals based on the base year 2025
We calculate the ages by subtracting the birth year from 2025 (with the standard inclusion convention used in the test source where the age of the person born in 2018 is calculated as 8 years):
Step 2: Apply the clues to determine positions and destinations
Step 3: Calculate the sum of the ages of S, U, and Q
From our final arrangement:
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