R 39 s birthday is on which date ........

Logical Reasoning(IBPS RRB CL) Puzzle Test

Direction: Study the following information carefully and answer the question given below.

E, R, K, S, A and G are six friends who have their birthdays either on 11th or 18th of three different months - March, May and November but not necessarily in the same order. No two persons have a birthday on the same day. R has a birthday on the 18th of the month. E does not have her birthday in the last. Number of persons having birthdays before K is same as the number of persons having birthdays after R . Only two persons have a birthday before G. E has a birthday in a month having 30 days. Not more than two persons have a birthday after S. R and A have their birthdays in different months.

R's birthday is on which date?

This questions was previously asked in

RRB Clerk Prelims (14 Aug, 2022 Shift 1)

View All RRBB Previous Year Papers

11th March

18th March

11th May

11th November

18th November

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Explanation:

Let’s break this puzzle down, step by step:

- We’ve got six people: E, R, K, S, A, G. Their birthdays are either on the 11th or 18th, during March, May, or November (none shared).

- R’s birthday is on the 18th of his month. Keep this in mind.

- E can't be the last (so her birthday isn't the latest date chronologically).

- The number of people before K is the same as after R. With six people, that’s three before K and three after R—so K and R must be in the 4th and 3rd slots, or vice versa.

- Only two people have birthdays before G. So G is in the 3rd slot.

- E’s birthday is in a month with 30 days—only May out of the three.

- Not more than two people after S; so S is at position 4, 5, or 6.

- R and A are in different months.

- If you work out all placements, with E in May and R has to be in November (since K, G, ordering, and month-day options eliminate other months).

The only slot that fits for R—with all those rules, and with R’s birthday on the 18th of his month—is 18th November.

So, the correct answer is:

Option 5: 18th November

Let me know if you want a full table for how everyone fits, but the above logic is the foundation. This is actually a classic ordering puzzle; it’s more about elimination and lining up the constraints than raw memory.