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Directions: Study the following information carefully and answer the questions that follow:
Six persons P, Q, R, S, T and U were born in three different months May, September and November, on two different dates- 9 and 16 not necessarily in the same order.
P was born after R but not on the same date as that of R. Number of persons born before S is equal to the number of persons born after T. Q and U were born in the same month. T was born in a month having even number of days. Two persons were born between R and T.
What is the square root of sum of the dates on which R and P were born?
16
4
5
9
25
- We have six people (P, Q, R, S, T, U) born in May, September, and November on the 9th or 16th.
- P was born after R, but not on the same dates as R, indicating they were born in different months.
- The number of people born before S equals those born after T, so S and T have symmetrical positions.
- Q and U share the same birth month.
- T was born in a month with 30 days, which is September.
- Two people were born between R and T.
From the clues:
- R is born early, maybe on 9th May.
- T on 16th September.
- S is likely born after R and before T or after T, creating symmetry.
By arranging these, R is on 9th May, P on 16th November. The sum of dates, 9 + 16 = 25 and the square root of 25 is 5.
The correct answer is:
- Option 3: 5
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