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R is the child of G and faces inside the circle. R’s age is divisible by 5. E is the mother of X, whose age is 6 and sits on the immediate left of G’s child. Three persons sit between E’s child and W, whose age is half of X. A is the mother of the child, whose age is 3. Only one person sits between W’s mother and H, whose child is V, whose age is perfect cube. T is the daughter of F, whose age is perfect square and sits on the immediate right of V’s mother. Only three people sit between T’s mother and B, whose age is 34. D doesn’t face inside the circle and C’s age is divisible by 11. C’s son is neither S nor U and he is youngest among eight children. U’s mother is not D. S, who is not an immediate neighbor of C. E is older than H and both of them ages are prime numbers. U is Younger than S and difference between the age is 2. The one, whose age is 38 doesn’t face inside the circle. The mother of S is younger than G.
Which of the following would have happened if the Himalayas did not exist?
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