Four friends A, B, C, D went to four different cities Indore, Noida, Gurugram and Nagpur for interviews in four different companies PP, QQ, RR and SS but not necessarily in the same order. 'A' was not invited by PP. 'B' did not go to Gurugram and was not invited by RR and PP. RR conducted its interview in Nagpur. 'C' went to Indore. 'A' did not go to Nagpur and was not invited by SS.
This problem requires us to deduce which of the four friends (A, B, C, D) went to Nagpur for an interview, based on a set of given conditions. We can solve this using a process of elimination, often aided by a table.
Let's list the friends, cities, and companies, and then apply the constraints:
Let's track who could have gone to Nagpur:
| Friend | Could have gone to Nagpur? | Reasoning |
|---|---|---|
| A | No | Explicitly stated in the constraints ('A' did not go to Nagpur). |
| B | No | Not invited by RR, and RR conducted interviews in Nagpur. Therefore, B did not go to Nagpur. |
| C | No | Went to Indore. Indore is different from Nagpur. |
| D | Yes | A, B, and C have been eliminated. By elimination, D must be the one who went to Nagpur. |
Based on the step-by-step elimination using the provided constraints:
The person who went to Nagpur is D.